SOCR - User contributions [en]

SOCR Data Dinov 030708 APExamScores

2011-11-08T05:56:58Z

TracyTam: /* 2007 USA AP Exam Score Distribution (Log Transformation) */

== [[SOCR_Data |SOCR Data]] - 2007 Advanced Placement (AP) Exam Scores by Discipline==

===Data Description===
* '''Source''': [http://professionals.collegeboard.com/data-reports-research/ap/data-2007 The College Board AP Results for 2007].

* '''Summary''':
[[Image:SOCR_Data_Dinov_APExams_062408_Fig1.png|150px|thumbnail|right| [http://www.hoover.org/publications/ednext/3260116.html AP Exams] ]]

: The goals of collecting this data on AP exam scores by discipline was to gauge the individual success on an AP Exam in 2007. Most students view a grade of 3 or higher as a successful grade (grade range {1 (worst), 2, 3, 4, 5(best)}. Of interest was to evaluate the performance for each grade level, type of school, or geographic location.

: This table reflects 2,533,431 AP Examinations taken by 1,464,254 students from 16,464 secondary schools.

: Standard students generally receive most of their foreign language training in U.S. schools. They did not indicate on their answer sheet that they regularly speak or hear the foreign language of the examination, or that they have lived for one month or more in a country where the language is spoken.

===2007 AP Exam Scores (Genders and Grace Levels)===
The table below contains the raw numbers of students taking different AP exams, their scores and grade levels and genders.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || colspan="5" |Examination Grade||colspan="4"|Summary Statistics||colspan="7"|Grade Level||colspan="2"|Gender
|-
|5||4||3||2||1||Number of Students||3 or Higher%||Mean Grade||Standard Deviation||9th Grade||10th Grade||11th Grade||12th Grade||Not HS||<9th Grade||Other||Male||Female
|-
| Biology||27996||29338||30749||33664||23049||144796||88083||3.04||1.36||1368||13311||54119||70493||85||24||5396||60597||84199
|-
| Calculus AB||44409||39682||40448||32704||54450||211693||124539||2.94||1.49||190||2655||38717||162361||484||30||7256||109095||102598
|-
| Calculus AB Subscores||32268||14168||8915||4222||4738||64311||55351||4.01||1.25||.||.||.||.||.||.||.||.||.
|-
| Calculus BC||27949||11489||12095||4090||8688||64311||51533||3.71||1.42||121||1255||14142||46713||134||15||1931||38028||26283
|-
| Chemistry||14820||17462||22321||17928||24605||97136||54603||2.79||1.39||50||5550||50226||37751||220||5||3334||51743||45393
|-
| Chinese Language (Standard Group)**||177||71||60||24||31||363||308||3.93||1.30||.||.||.||.||.||.||.||.||.
|-
| Chinese Language (Total Group)**||2643||386||146||36||50||3261||3175||4.70||0.74||80||367||1193||1453||5||7||156||1482||1779
|-
| Computer Science A||2902||3434||2178||1433||5102||15049||8514||2.84||1.56||215||2508||5539||6274||13||3||497||12282||2767
|-
| Computer Science AB||1682||997||926||473||986||5064||3605||3.38||1.50||43||599||2024||2246||13||5||134||4461||603
|-
| Economics - Macro||8462||14693||9881||10311||16769||60116||33036||2.80||1.43||109||876||6684||49818||245||2||2382||32931||27185
|-
| Economics - Micro||6080||10300||7766||5459||7778||37383||24146||3.04||1.38||24||1109||5589||29006||228||2||1425||21438||15945
|-
| English Language||25840||51720||88529||85517||30624||282230||166089||2.85||1.12||90||4346||229191||37769||64||3||10767||104425||177805
|-
| English Literature||20829||62283||99267||90050||26049||298478||182379||2.87||1.06||20||651||23745||262341||151||4||11566||108109||190369
|-
| Environmental Science||5670||12092||9383||9183||16088||52416||27145||2.66||1.40||728||2068||17448||29665||45||0||2462||23129||29287
|-
| European History||10800||18314||34823||10910||22195||97042||63937||2.84||1.28||419||48885||15659||28580||36||1||3462||45075||51967
|-
| French Language (Standard Group)**||1244||2510||5331||3816||3928||16829||9085||2.60||1.20||.||.||.||.||.||.||.||.||.
|-
| French Language (Total Group)**||2743||3655||6643||4361||4307||21709||13041||2.82||1.28||162||1119||5943||13555||13||84||833||6535||15174
|-
| French Literature||501||487||480||337||263||2068||1468||3.30||1.34||10||111||489||1360||2||0||96||594||1474
|-
| German Language (Standard Group)**||342||760||938||885||635||3560||2040||2.80||1.23||.||.||.||.||.||.||.||.||
|-
| German Language (Total Group)**||1316||1160||1158||1043||720||5397||3634||3.24||1.36||80||302||1273||3505||12||39||186||2778||2619
|-
| Government & Politics Comparative||2188||2635||3000||3039||2496||13358||7823||2.92||1.35||8||711||2285||9745||15||0||594||6986||6372
|-
| Government & Politics United States||9705||30488||43245||51620||25920||160978||83438||2.67||1.13||946||8258||16900||128710||55||6||6103||75427||85551
|-
| Human Geography||3249||5183||6320||4724||9529||29005||14752||2.58||1.39||12546||5219||3874||6229||10||2||1125||13182||15823
|-
| Italian Language (Standard Group)**||85||138||311||292||433||1259||534||2.32||1.24||.||.||.||.||.||.||.||.||.
|-
| Italian Language (Total Group)**||252||209||393||329||459||1642||854||2.67||1.40||8||27||263||1267||6||0||71||582||1060
|-
| Japanese Language (Standard Group)**||102||66||182||99||218||667||350||2.60||1.42||.||.||.||.||.||.||.||.||.
|-
| Japanese Language (Total Group)**||724||154||314||152||323||1667||1192||3.48||1.57||31||96||456||1026||3||2||53||773||894
|-
| Latin Literature||508||549||962||612||1140||3771||2019||2.65||1.39||11||156||1564||1920||3||1||116||1766||2005
|-
| Latin Vergil||937||911||1229||931||921||4929||3077||3||1.37||36||313||2112||2299||1||1||167||2578||2351
|-
| Music Theory||2210||2263||3400||3517||1804||13194||7873||2.97||1.29||105||1175||4239||7189||12||15||459||7507||5687
|-
| Music Theory Aural Subscore||2184||2296||3219||3767||1728||13194||7699||2.96||1.28||.||.||.||.||.||.||.||.||.
|-
| Music Theory Nonaural Subscore||2240||2305||3398||3461||1790||13194||7943||2.98||1.29||.||.||.||.||.||.||.||.||.
|-
| Physics B||8869||9279||14931||10210||11601||54890||33079||2.88||1.35||103||1144||19411||32138||77||24||1993||35711||19179
|-
| Physics C E&M||3787||2871||1354||1890||1290||11192||8012||3.53||1.40||5||132||1275||9370||83||5||322||8678||2514
|-
| Physics C Mechanics||6877||6669||5268||3699||3801||26314||18814||3.35||1.38||8||218||3498||21651||99||9||831||19291||7023
|-
| Psychology||21833||30430||23851||15902||24112||116128||76114||3.09||1.41||123||3329||37075||70456||88||5||5052||40920||75208
|-
| Spanish Language (Standard Group)**||4299||8269||8085||9230||11290||41173||20653||2.64||1.34||.||.||.||.||.||.||.||.||.
|-
| Spanish Language (Total Group)**||20397||25383||19464||17892||18063||101199||65244||3.12||1.39||2677||11677||35429||43772||133||2864||4647||36166||65033
|-
| Spanish Literature||1757||3464||4207||2277||3616||15321||9428||2.83||1.32||129||1114||4541||8598||7||0||932||5100||10221
|-
| Statistics||11643||21076||24922||16755||23637||98033||57641||2.80||1.34||117||3964||18782||71348||193||10||3619||48854||49179
|-
| Studio Art 2-D Design||1494||2861||4665||3674||716||13410||9020||3.06||1.07||16||212||2314||10169||22||1||676||3895||9515
|-
| Studio Art 3-D Design||223||324||935||665||173||2320||1482||2.90||1.05||5||41||300||1822||5||0||147||823||1497
|-
| Studio Art Drawing||1681||2470||5043||3546||818||13558||9194||3.05||1.09||8||316||2506||10012||22||0||694||3964||9594
|-
| United States History||37110||66325||74153||87268||68706||333562||177588||2.75||1.29||354||27033||277343||17332||40||10||11450||151569||181993
|-
| World History||11461||17183||26616||24773||21942||101975||55260||2.72||1.28||4685||78011||10172||5561||19||4||3523||45716||56259
|}</center>

===2007 USA AP Exam Score Distribution===
The table below contains the numbers and scores of US students taking different AP exams.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || rowspan="2"|Examination Grade||colspan="2"|Gender||colspan="9"|Ethnic Group||rowspan="2"|Total
|-
|Male||Female||Not Stated||American Indian||Asian||Black||Mexican American||Other||Other Hispanic||Puerto Rican||White
|-
| rowspan="7"|Art History||5||730||1469||86||8||352||28||45||122||64||8||1486||2199
|-
| 4||1377||2763||160||14||670||74||138||223||213||18||2630||4140
|-
| 3||1614||3288||190||25||711||141||211||242||348||37||2997||4902
|-
| 2||1141||2332||124||16||511||145||223||163||291||35||1965||3473
|-
| 1||1296||2403||162||22||499||279||347||152||461||41||1736||3699
|-
| Total||6158||12255||722||85||2743||667||964||902||1377||139||10814||18413
|-
| Mean||2.85||2.88||2.84||2.65||2.95||2.14||2.29||3.00||2.37||2.40||3.02||2.87
|-
| rowspan="7"|Biology||5||13617||13318||731||51||7032||398||317||1150||560||96||16600||26935
|-
| 4||13026||15463||771||100||5569||808||526||1223||726||132||18634||28489
|-
| 3||12717||17312||833||140||4954||1143||824||1177||988||182||19788||30029
|-
| 2||12309||20768||997||193||4740||2089||1555||1303||1481||272||20447||33077
|-
| 1||7354||15437||737||152||2920||3585||2174||893||1965||283||10082||22791
|-
| Total||59023||82298||4069||636||25215||8023||5396||5746||5720||965||85551||141321
|-
| Mean||3.22||2.88||2.94||2.54||3.36||2.05||2.12||3.08||2.38||2.47||3.13||3.03
|-
| rowspan="7"|Calculus AB||5||25366||16543||962||84||8008||512||617||1202||901||115||29508||41909
|-
| 4||20395||17916||897||110||6279||853||798||1178||947||135||27114||38311
|-
| 3||19533||19635||983||154||6015||1213||1298||1191||1216||180||26918||39168
|-
| 2||15484||16379||749||143||4744||1417||1445||1007||1231||172||20955||31863
|-
| 1||24230||29065||1438||332||6876||5334||4557||1563||3312||405||29478||53295
|-
| Total||105008||99538||5029||823||31922||9329||8715||6141||7607||1007||133973||204546
|-
| Mean||3.07||2.76||2.84||2.36||3.12||1.91||2.02||2.91||2.33||2.39||3.05||2.92
|-
| rowspan="7"|Calculus BC||5||17507||9396||654||53||8045||247||296||918||462||80||16148||26903
|-
| 4||6460||4771||268||25||2876||219||180||415||272||38||6938||11231
|-
| 3||6450||5410||276||25||2939||306||333||384||337||42||7218||11860
|-
| 2||2091||1944||104||18||965||138||146||138||128||17||2381||4035
|-
| 1||4382||4203||223||33||1969||494||442||323||393||30||4678||8585
|-
| Total||36890||25724||1525||154||16794||1404||1397||2178||1592||207||37363||62614
|-
| Mean||3.83||3.51||3.67||3.31||3.84||2.71||2.82||3.67||3.18||3.58||3.74||3.70
|-
| rowspan="7"|Chemistry||5||9090||4631||348||25||4372||153||104||486||204||35||7994||13721
|-
| 4||9620||6935||446||38||4151||316||207||572||322||53||10450||16555
|-
| 3||11583||9871||542||85||4371||569||432||823||552||97||13983||21454
|-
| 2||8607||8788||424||76||3034||689||499||599||559||99||11416||17395
|-
| 1||10549||13633||653||144||3535||2475||1701||945||1450||205||13074||24182
|-
| Total||49449||43858||2413||368||19463||4202||2943||3425||3087||489||56917||93307
|-
| Mean||2.96||2.55||2.76||2.25||3.14||1.81||1.82||2.72||2.12||2.21||2.80||2.77
|-
| rowspan="7"|Chinese Lang & Cultures||5||854||1118||77||.||1857||.||.||20||.||.||16||1972
|-
| 4||145||158||8||.||264||.||.||7||.||.||23||303
|-
| 3||65||48||11||.||76||3||.||3||.||.||19||113
|-
| 2||14||16||1||.||14||.||.||3||.||.||10||30
|-
| 1||17||25||.||.||18||2||.||1||.||.||16||42
|-
| Total||1095||1365||97||4||2229||5||4||34||3||.||84||2460
|-
| Mean||4.65||4.71||4.66||.||4.76||2.20||.||4.24||.||.||3.15||4.68
|-
| rowspan="7"|Computer Science A||5||2386||396||51||6||717||25||25||102||51||12||1793||2782
|-
| 4||2810||491||81||8||782||56||60||124||91||14||2085||3301
|-
| 3||1726||375||48||12||485||46||51||73||61||12||1313||2101
|-
| 2||1119||261||25||6||296||41||43||59||50||11||849||1380
|-
| 1||3823||1142||144||22||1039||472||250||216||312||34||2476||4965
|-
| Total||11864||2665||349||54||3319||640||429||574||565||83||8516||14529
|-
| Mean||2.90||2.53||2.63||2.44||2.95||1.63||1.99||2.72||2.15||2.51||2.98||2.83
|-
| rowspan="7"|Computer Science AB||5||1433||179||33||2||444||15||12||63||18||6||1019||1612
|-
| 4||831||129||10||2||247||10||17||31||14||3||626||960
|-
| 3||787||105||29||1||248||13||11||43||21||2||524||892
|-
| 2||401||53||18||2||128||10||3||16||14||2||261||454
|-
| 1||820||125||27||6||224||29||32||38||32||4||553||945
|-
| Total||4272||591||117||13||1291||77||75||191||99||17||2983||4863
|-
| Mean||3.39||3.31||3.03||2.38||3.43||2.64||2.65||3.34||2.72||3.29||3.43||3.38
|-
| rowspan="7"|Economics Macro||5||5037||2469||189||14||1819||68||111||278||189||20||4818||7506
|-
| 4||8373||5251||374||36||2698||279||303||495||505||47||8887||13624
|-
| 3||5234||4058||241||32||1644||313||360||341||409||44||5908||9292
|-
| 2||5146||4718||301||34||1617||402||542||364||529||75||6000||9864
|-
| 1||7212||9203||502||83||2015||1687||1746||586||1805||178||7813||16415
|-
| Total||31002||25699||1607||199||9793||2749||3062||2064||3437||364||33426||56701
|-
| Mean||2.96||2.50||2.66||2.32||3.07||1.78||1.85||2.77||2.05||2.05||2.91||2.75
|-
| rowspan="7"|Economics Micro||5||3697||1401||152||9||1261||44||49||193||78||10||3302||5098
|-
| 4||5791||3369||260||20||1871||177||175||340||249||32||6036||9160
|-
| 3||4012||3090||209||20||1242||226||209||264||249||47||4636||7102
|-
| 2||2654||2457||157||18||788||238||234||182||189||32||3273||5111
|-
| 1||3360||4115||247||26||950||960||635||266||619||132||3640||7475
|-
| Total||19514||14432||1025||93||6112||1645||1302||1245||1384||253||20887||33946
|-
| Mean||3.20||2.69||2.92||2.66||3.28||1.85||2.05||3.01||2.26||2.04||3.10||2.98
|-
| rowspan="7"|English Lang & Composition||5||10163||15274||704||62||3680||402||333||1100||609||92||18455||25437
|-
| 4||19690||31194||1382||209||6156||1281||1189||2043||1592||231||36801||50884
|-
| 3||31986||55167||2391||476||9374||3941||3697||3206||3726||566||59776||87153
|-
| 2||29442||54801||2560||663||8342||7901||7949||3130||6296||804||46598||84243
|-
| 1||11540||18709||1035||300||2122||6162||4937||989||3997||342||10365||30249
|-
| Total||102821||175145||8072||1710||29674||19687||18105||10468||16220||2035||171995||277966
|-
| Mean||2.88||2.83||2.77||2.46||3.03||2.08||2.12||2.92||2.29||2.47||3.04||2.85
|-
| rowspan="7"|English Lit & Composition||5||6482||13815||645||39||2628||264||237||871||365||72||15176||20297
|-
| 4||21394||39453||1737||213||6731||1413||1054||2151||1495||252||45801||60847
|-
| 3||35632||61469||2744||470||9489||4196||3090||3162||3487||644||69819||97101
|-
| 2||32099||56235||2574||651||8637||9177||6305||3068||5555||934||51433||88334
|-
| 1||10314||15424||855||254||2138||6879||3148||857||2974||357||8276||25738
|-
| Total||105921||186396||8555||1627||29623||21929||13834||10109||13876||2259||190505||292317
|-
| Mean||2.83||2.89||2.85||2.47||2.97||2.04||2.20||2.91||2.33||2.45||3.04||2.87
|-
| rowspan="7"|Environmental Science||5||3313||2270||177||10||824||53||69||205||123||21||4101||5583
|-
| 4||6146||5798||365||36||1420||246||244||460||401||61||8711||11944
|-
| 3||4264||5029||285||35||1054||314||244||369||358||53||6581||9293
|-
| 2||3682||5421||300||50||973||416||323||336||479||61||6165||9103
|-
| 1||5464||10511||560||94||1593||1951||1072||644||1520||181||8360||15975
|-
| Total||22869||29029||1687||225||5864||2980||1952||2014||2881||377||33918||51898
|-
| Mean||2.92||2.45||2.58||2.19||2.81||1.67||1.93||2.63||2.00||2.15||2.82||2.65
|-
| rowspan="7"|European History||5||5633||4933||301||19||1662||109||120||425||262||29||7639||10566
|-
| 4||9106||8811||527||61||2481||304||275||753||508||78||12930||17917
|-
| 3||16137||18077||986||139||4169||939||881||1393||1098||181||24428||34214
|-
| 2||4661||6079||324||56||1271||438||408||401||455||74||7313||10740
|-
| 1||8737||13161||730||116||2377||1761||1557||927||1364||227||12839||21898
|-
| Total||44274||51061||2868||391||11960||3551||3241||3899||3687||589||65149||95335
|-
| Mean||2.96||2.73||2.77||2.52||2.98||2.03||2.07||2.83||2.42||2.33||2.93||2.84
|-
| rowspan="7"|French Language||5||701||1450||91||1||201||144||23||170||87||6||1428||2151
|-
| 4||884||2221||114||4||374||182||58||220||111||10||2032||3105
|-
| 3||1810||4237||193||10||783||302||180||298||273||7||4001||6047
|-
| 2||1161||2981||163||12||498||204||181||180||191||7||2706||4142
|-
| 1||1286||2924||134||12||466||300||329||188||308||25||2448||4210
|-
| Total||5842||13813||695||39||2322||1132||771||1056||970||55||12615||19655
|-
| Mean||2.75||2.73||2.81||2.23||2.72||2.70||2.05||3.00||2.46||2.36||2.78||2.74
|-
| rowspan="7"|French Literature||5||118||314||28||.||44||13||6||28||14||2||297||432
|-
| 4||114||319||16||.||53||23||4||24||11||2||300||433
|-
| 3||121||322||24||.||50||27||5||25||17||||294||443
|-
| 2||101||217||14||.||38||17||10||20||13||1||205||318
|-
| 1||85||166||7||.||24||17||3||12||20||1||167||251
|-
| Total||539||1338||89||1||209||97||28||109||75||6||1263||1877
|-
| Mean||3.15||3.30||3.49||.||3.26||2.98||3.00||3.33||2.81||3.50||3.28||3.25
|-
| rowspan="7"|German Language||5||464||510||39||2||48||18||1||44||13||1||808||974
|-
| 4||533||530||25||4||72||14||10||46||20||1||871||1063
|-
| 3||600||516||29||3||67||15||9||37||24||3||929||1116
|-
| 2||530||499||30||3||62||11||16||39||19||6||843||1029
|-
| 1||415||298||20||7||44||30||24||24||30||5||529||713
|-
| Total||2542||2353||143||19||293||88||60||190||106||16||3980||4895
|-
| Mean||3.04||3.19||3.23||2.53||3.06||2.76||2.13||3.25||2.69||2.19||3.15||3.11
|-
| rowspan="7"|Government Politics Comp||5||1256||784||60||2||281||28||29||78||62||8||1492||2040
|-
| 4||1461||1057||92||11||340||47||50||106||77||11||1784||2518
|-
| 3||1488||1390||104||17||344||90||61||134||103||23||2002||2878
|-
| 2||1481||1456||85||10||322||156||81||148||127||17||1991||2937
|-
| 1||1072||1382||106||22||262||262||134||114||147||24||1383||2454
|-
| Total||6758||6069||447||62||1549||583||355||580||516||83||8652||12827
|-
| Mean||3.05||2.74||2.81||2.37||3.04||2.01||2.32||2.80||2.57||2.54||3.00||2.90
|-
| rowspan="7"|Government Politics US||5||5392||4272||267||18||1341||127||138||359||186||25||7203||9664
|-
| 4||16375||13992||829||100||3901||580||624||1113||825||131||22264||30367
|-
| 3||21584||21509||1101||179||5304||1464||1385||1518||1544||242||30356||43093
|-
| 2||22468||28942||1483||279||6275||3227||3145||1925||2815||401||31860||51410
|-
| 1||9325||16487||757||160||2885||4032||3439||972||3194||304||10069||25812
|-
| Total||75144||85202||4437||736||19706||9430||8731||5887||8564||1103||101752||160346
|-
| Mean||2.81||2.54||2.63||2.37||2.72||1.89||1.96||2.65||2.07||2.25||2.85||2.67
|-
| rowspan="7"|Human Geography||5||1765||1310||72||10||446||69||44||122||96||17||2199||3075
|-
| 4||2538||2491||145||16||639||184||89||187||228||22||3519||5029
|-
| 3||2929||3260||169||21||676||323||170||252||411||63||4104||6189
|-
| 2||2019||2627||140||24||448||386||210||176||350||60||2852||4646
|-
| 1||3614||5834||329||44||710||1843||645||385||949||196||4347||9448
|-
| Total||12865||15522||855||115||2919||2805||1158||1122||2034||358||17021||28387
|-
| Mean||2.75||2.41||2.40||2.34||2.88||1.66||1.86||2.54||2.10||1.89||2.79||2.56
|-
| rowspan="7"|Italian Language||5||73||122||6||.||5||2||4||11||32||2||131||195
|-
| 4||61||127||8||.||2||2||9||8||41||1||117||188
|-
| 3||127||258||11||.||23||3||13||13||63||7||252||385
|-
| 2||114||214||12||.||16||5||7||12||41||5||230||328
|-
| 1||172||287||19||.||18||9||11||14||27||9||352||459
|-
| Total||547||1008||56||2||64||21||44||58||204||24||1082||1555
|-
| Mean||2.54||2.59||2.46||.||2.38||2.19||2.73||2.83||3.05||2.25||2.49||2.57
|-
| rowspan="7"|Japanese Lang & Culture||5||210||226||18||.||351||1||||30||1||.||34||436
|-
| 4||63||66||6||.||79||1||1||5||2||.||34||129
|-
| 3||131||171||15||.||172||9||4||13||4||.||85||302
|-
| 2||68||79||4||.||67||7||1||13||1||.||54||147
|-
| 1||163||151||13||.||116||9||7||18||12||.||136||314
|-
| Total||635||693||56||1||785||27||13||79||20||4||343||1328
|-
| Mean||3.14||3.20||3.21||.||3.61||2.19||1.92||3.20||1.95||.||2.35||3.17
|-
| rowspan="7"|Latin Literature||5||239||265||18||1||92||10||3||22||7||2||349||504
|-
| 4||243||302||18||||83||17||3||27||3||1||393||545
|-
| 3||450||503||31||2||117||27||12||41||10||1||712||953
|-
| 2||276||332||23||3||60||21||11||22||7||.||461||608
|-
| 1||553||585||35||7||134||42||17||46||41||5||811||1138
|-
| Total||1761||1987||125||13||486||117||46||158||68||9||2726||3748
|-
| Mean||2.62||2.66||2.69||1.85||2.87||2.42||2.22||2.73||1.94||2.44||2.64||2.64
|-
| rowspan="7"|Latin Vergil||5||489||436||32||.||136||16||6||48||11||1||675||925
|-
| 4||512||393||36||4||109||15||6||42||12||4||677||905
|-
| 3||646||582||34||6||137||28||12||49||21||5||936||1228
|-
| 2||475||453||26||5||77||28||16||34||23||3||716||928
|-
| 1||449||471||40||8||66||32||26||28||22||1||697||920
|-
| Total||2571||2335||168||23||525||119||66||201||89||14||3701||4906
|-
| Mean||3.05||2.94||2.96||2.26||3.33||2.62||2.24||3.24||2.63||3.07||2.98||3.00
|-
| rowspan="7"|Music Theory||5||1359||779||73||5||334||32||21||57||38||8||1570||2138
|-
| 4||1277||946||72||10||299||52||35||64||40||12||1639||2223
|-
| 3||1880||1482||86||20||380||102||67||104||126||32||2445||3362
|-
| 2||1886||1596||119||18||362||224||109||127||153||41||2329||3482
|-
| 1||1011||777||64||15||146||249||82||62||165||30||975||1788
|-
| Total||7413||5580||414||68||1521||659||314||414||522||123||8958||12993
|-
| Mean||3.01||2.88||2.93||2.59||3.21||2.08||2.38||2.82||2.30||2.41||3.06||2.96
|-
| rowspan="7"|Physics B||5||6142||1856||203||20||2031||54||69||288||137||28||5168||7998
|-
| 4||6279||2507||235||27||1750||133||128||276||194||35||6008||8786
|-
| 3||9545||4884||406||42||2664||310||364||510||396||60||9677||14429
|-
| 2||6085||3896||257||43||1755||414||384||315||403||63||6347||9981
|-
| 1||6148||5293||340||74||1810||1137||1112||431||882||89||5566||11441
|-
| Total||34199||18436||1441||206||10010||2048||2057||1820||2012||275||32766||52635
|-
| Mean||3.01||2.55||2.79||2.40||3.04||1.81||1.86||2.82||2.16||2.45||2.97||2.85
|-
| rowspan="7"|Physics C Elec & Magnet||5||2971||616||97||7||1107||28||23||120||59||5||2141||3587
|-
| 4||2143||622||70||13||755||40||31||101||59||9||1687||2765
|-
| 3||987||332||28||3||351||32||29||37||22||6||811||1319
|-
| 2||1339||503||61||5||425||47||34||56||48||8||1158||1842
|-
| 1||918||357||39||3||306||40||40||47||64||5||731||1275
|-
| Total||8358||2430||295||31||2944||187||157||361||252||33||6528||10788
|-
| Mean||3.59||3.26||3.42||3.52||3.66||2.83||2.76||3.53||3.00||3.03||3.51||3.51
|-
| rowspan="7"|Physics C Mechanics||5||5252||1252||166||16||1894||45||52||207||107||18||3999||6504
|-
| 4||4847||1634||188||12||1490||74||76||218||138||26||4259||6481
|-
| 3||3789||1381||137||26||1034||106||102||157||134||19||3455||5170
|-
| 2||2478||1163||93||24||703||119||97||108||144||23||2330||3641
|-
| 1||2328||1430||109||20||771||270||230||136||226||25||1971||3758
|-
| Total||18694||6860||693||98||5892||614||557||826||749||111||16014||25554
|-
| Mean||3.44||3.02||3.30||2.80||3.51||2.19||2.32||3.31||2.67||2.90||3.37||3.33
|-
| rowspan="7"|Psychology||5||7439||13750||589||59||3260||384||233||783||575||101||15205||21189
|-
| 4||10963||18770||844||125||3776||1064||545||1127||1110||184||20958||29733
|-
| 3||8488||14926||656||117||2645||1212||597||847||1008||183||16149||23414
|-
| 2||5378||10244||466||77||1664||1196||548||568||839||138||10126||15622
|-
| 1||7682||15958||818||124||2521||3665||1469||945||2098||283||11717||23640
|-
| Total||39950||73648||3373||502||13866||7521||3392||4270||5630||889||74155||113598
|-
| Mean||3.13||3.06||2.98||2.84||3.26||2.11||2.27||3.06||2.51||2.64||3.24||3.08
|-
| rowspan="7"|Spanish Language||5||6585||13170||529||6||809||91||7237||416||6845||356||3466||19755
|-
| 4||8649||16516||790||22||1334||228||8890||543||6575||461||6322||25165
|-
| 3||6886||12473||598||32||1211||314||6239||468||4108||331||6058||19359
|-
| 2||6435||11365||580||43||1327||458||4785||483||3121||303||6700||17800
|-
| 1||7121||10879||642||56||1388||1210||3488||549||2397||274||7996||18000
|-
| Total||35676||64403||3139||159||6069||2301||30639||2459||23046||1725||30542||100079
|-
| Mean||3.03||3.15||2.99||2.24||2.81||1.93||3.38||2.92||3.54||3.19||2.69||3.11
|-
| rowspan="7"|Spanish Literature||5||452||1057||47||1||78||9||413||40||536||17||368||1509
|-
| 4||946||2324||104||1||148||24||1283||65||1024||41||580||3270
|-
| 3||1309||2812||95||1||111||30||1929||69||1355||48||483||4121
|-
| 2||742||1520||57||2||48||17||1114||28||751||32||213||2262
|-
| 1||1415||2173||149||3||49||56||1676||53||1177||84||341||3588
|-
| Total||4864||9886||452||8||434||136||6415||255||4843||222||1985||14750
|-
| Mean||2.65||2.86||2.65||2.38||3.36||2.36||2.63||3.04||2.79||2.44||3.21||2.79
|-
| rowspan="7"|Statistics||5||7099||4232||264||16||2675||92||98||342||152||31||7661||11331
|-
| 4||11470||9124||505||65||3697||335||265||583||445||67||14632||20594
|-
| 3||11984||12499||606||95||3668||645||520||751||697||97||17404||24483
|-
| 2||7526||9005||501||74||2228||748||543||529||640||100||11168||16531
|-
| 1||9864||13479||741||123||3142||2776||1516||833||1518||239||12455||23343
|-
| Total||47943||48339||2617||373||15410||4596||2942||3038||3452||534||63320||96282
|-
| Mean||2.97||2.62||2.64||2.40||3.03||1.74||1.94||2.69||2.15||2.16||2.90||2.79
|-
| rowspan="7"|Studio Art 2-D Design||5||471||959||41||8||172||41||30||57||66||11||1004||1430
|-
| 4||755||2012||110||10||275||95||82||104||149||16||1926||2767
|-
| 3||1267||3258||156||28||390||198||177||164||236||38||3138||4525
|-
| 2||1037||2526||146||32||271||215||164||154||208||37||2336||3563
|-
| 1||261||440||23||4||36||84||63||28||64||16||383||701
|-
| Total||3791||9195||476||82||1144||633||516||507||723||118||8787||12986
|-
| Mean||3.04||3.06||3.00||2.83||3.24||2.67||2.71||3.02||2.92||2.74||3.09||3.05
|-
| rowspan="7"|Studio Art 3-D Design||5||93||123||6||||14||7||9||3||10||2||165||216
|-
| 4||124||191||13||2||27||18||17||11||24||1||202||315
|-
| 3||304||615||37||7||69||34||44||50||58||3||617||919
|-
| 2||223||437||25||6||51||41||41||33||42||6||415||660
|-
| 1||68||103||1||1||18||22||14||10||15||||90||171
|-
| Total||812||1469||82||16||179||122||125||107||149||12||1489||2281
|-
| Mean||2.94||2.86||2.98||2.63||2.82||2.57||2.73||2.66||2.81||2.92||2.96||2.89
|-
| rowspan="7"|Studio Art Drawing||5||424||1184||57||4||312||55||38||57||80||10||995||1608
|-
| 4||614||1762||73||10||350||87||94||84||128||21||1529||2376
|-
| 3||1407||3490||162||22||589||214||220||210||287||37||3156||4897
|-
| 2||1049||2362||144||23||315||257||234||150||201||31||2056||3411
|-
| 1||348||436||36||7||52||157||72||32||69||12||347||784
|-
| Total||3842||9234||472||66||1618||770||658||533||765||111||8083||13076
|-
| Mean||2.93||3.10||2.94||2.71||3.34||2.51||2.68||2.97||2.93||2.87||3.10||3.05
|-
| rowspan="7"|US History||5||19202||17597||1057||80||6010||611||524||1529||871||134||25983||36799
|-
| 4||32938||32925||1773||243||8289||1704||1493||2647||1752||315||47647||65863
|-
| 3||34953||38735||1968||339||7943||2938||2524||2697||2539||393||52347||73688
|-
| 2||37502||49139||2430||545||8607||5536||5110||3099||4078||650||56586||86641
|-
| 1||25869||42321||2118||540||6089||10268||8330||2446||6283||844||31272||68190
|-
| Total||150464||180717||9346||1747||36938||21057||17981||12418||15523||2336||213835||331181
|-
| Mean||2.88||2.64||2.70||2.30||2.99||1.90||1.93||2.82||2.15||2.25||2.91||2.75
|-
| rowspan="7"|World History||5||6296||4926||260||31||1921||244||168||526||299||51||7722||11222
|-
| 4||8766||8188||402||70||2570||591||451||726||577||84||11483||16954
|-
| 3||12593||13777||696||130||3841||1357||1067||1079||1301||215||16684||26370
|-
| 2||10102||14503||690||131||3166||1990||1754||1058||1714||249||13853||24605
|-
| 1||7472||14396||743||128||1951||3754||2939||807||2727||344||8475||21868
|-
| Total||45229||55790||2791||490||13449||7936||6379||4196||6618||943||58217||101019
|-
| Mean||2.92||2.55||2.55||2.48||2.95||1.94||1.93||2.79||2.09||2.20||2.93||2.71
|-
| rowspan="6"|Number of Students at Each Grade Level||9/10||101538||124905||5760||935||30886||14085||17858||9133||15675||1879||130232||226443
|-
| 11||232003||309833||12672||2918||60620||34079||36140||19844||32393||4088||339082||541836
|-
| 12||263655||340942||13422||2986||66847||40389||31527||19353||32595||4974||392504||604597
|-
| <9||1198||1941||45||2||61||16||2041||44||762||5||163||3139
|-
| Not HS||25269||30885||9347||243||4091||4005||3941||1894||3949||496||28188||56154
|-
| Total||623663||808506||41246||7084||162505||92574||91507||50268||85374||11442||890169||1432169
|}
</center>

===2007 USA AP Exam Score Distribution (Log Transformation)===

The table below is an expansion of the 2007 USA AP Exam Score Distribution table above. The style of the table was reformatted and the data was transformed by adding 1 to the numbers and then taking a logarithm of result (<math>data = ln(raw data+1)</math>). Also, the missing data present in the previous table have been substituted with zeroes.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| '''Examination_Grade'''||'''Discipline'''||'''Gender'''||'''Not_Stated'''||'''American_Indian'''||'''Asian'''||'''Black'''||'''Mexican_American'''||'''Other'''||'''Other_Hispanic'''||'''Puerto_Rican'''||'''White'''||'''Total'''
|-
|5||Art_History||Male||3.3322||0||4.8828||1.7918||2.9957||3.5553||3.2958||1.7918||6.1821||6.5944
|-
|4||Art_History||Male||3.8712||1.7918||5.5053||3.1355||4.0431||4.3307||4.4659||1.9459||6.7286||7.2284
|-
|3||Art_History||Male||4.2905||2.1972||5.591||3.6889||4.3944||4.5218||4.7791||2.3026||6.8363||7.3871
|-
|2||Art_History||Male||3.6109||1.0986||5.3423||3.9318||4.3567||3.9512||4.7362||2.6391||6.3835||7.0405
|-
|1||Art_History||Male||4.3041||1.6094||5.3083||4.5109||4.8903||3.989||5.0304||2.8904||6.3544||7.1678
|-
|5||Biology||Male||5.9216||3.2581||8.1724||5.0999||5.2781||6.3716||5.7203||3.989||9.0337||9.5191
|-
|4||Biology||Male||5.9402||3.912||7.8868||5.7366||5.6204||6.3226||5.9243||4.0604||9.0322||9.4748
|-
|3||Biology||Male||5.8916||4.2047||7.6875||6.0186||6.0137||6.2166||6.0684||4.4543||9.0212||9.4508
|-
|2||Biology||Male||6.0137||4.3438||7.5822||6.4968||6.5206||6.1527||6.3665||4.7536||8.9037||9.4182
|-
|1||Biology||Male||5.6802||3.989||6.9967||6.9422||6.582||5.7268||6.4216||4.4188||8.0586||8.9031
|-
|5||Calculus_AB||Male||6.3986||4.2047||8.4085||5.6419||6.0403||6.5482||6.3261||4.3694||9.8083||10.1412
|-
|4||Calculus_AB||Male||6.2403||4.1744||8.0712||6.073||6.1334||6.3682||6.2596||4.2905||9.5854||9.9231
|-
|3||Calculus_AB||Male||6.25||4.3567||7.954||6.2785||6.5695||6.3491||6.4661||4.5433||9.5137||9.8799
|-
|2||Calculus_AB||Male||5.9506||4.3944||7.7222||6.3279||6.593||6.1738||6.3936||4.3438||9.2423||9.6476
|-
|1||Calculus_AB||Male||6.561||4.9972||8.0675||7.5843||7.6118||6.5177||7.2499||5.3033||9.5411||10.0954
|-
|5||Calculus_BC||Male||6.0591||3.6889||8.497||5.0039||5.3566||6.3439||5.8051||4.0604||9.2899||9.7704
|-
|4||Calculus_BC||Male||5.0304||2.9957||7.3389||4.7449||4.7449||5.4931||5.2095||3.2189||8.3129||8.7735
|-
|3||Calculus_BC||Male||5.124||2.8332||7.3382||5.0304||5.3083||5.4116||5.2933||3.0445||8.2782||8.772
|-
|2||Calculus_BC||Male||4.0431||2.5649||6.1675||4.1744||4.4659||4.1589||4.2047||2.3026||7.1389||7.6459
|-
|1||Calculus_BC||Male||4.7622||2.7726||6.9217||5.3181||5.4205||5.0562||5.3132||3.0445||7.7969||8.3855
|-
|5||Chemistry||Male||5.4072||2.7726||7.8755||4.5747||4.2627||5.8141||4.92||3.0445||8.6246||9.115
|-
|4||Chemistry||Male||5.6168||3.2581||7.7151||5.112||4.9698||5.8021||5.2832||3.5553||8.7344||9.1717
|-
|3||Chemistry||Male||5.6525||3.989||7.6948||5.591||5.5255||6.0355||5.6937||3.9703||8.9579||9.3574
|-
|2||Chemistry||Male||5.3936||3.8067||7.2869||5.5947||5.5373||5.6276||5.591||3.9512||8.6603||9.0604
|-
|1||Chemistry||Male||5.7462||4.2341||7.3715||6.8112||6.6695||6.0064||6.4184||4.4067||8.6637||9.2639
|-
|5||Chinese_Lang._&_Cultures||Male||3.8286||0||6.672||0||0||2.1972||0||0||2.5649||6.7511
|-
|4||Chinese_Lang._&_Cultures||Male||1.6094||0||4.8598||0||0||1.3863||0||0||2.3979||4.9836
|-
|3||Chinese_Lang._&_Cultures||Male||1.6094||0||3.8286||0||0||1.0986||0||0||2.5649||4.1897
|-
|2||Chinese_Lang._&_Cultures||Male||0.6931||0||2.0794||0||0||1.0986||0||0||1.3863||2.7081
|-
|1||Chinese_Lang._&_Cultures||Male||0||0||2.1972||0||0||0.6931||0||0||2.0794||2.8904
|-
|5||Computer_Science_A||Male||3.8067||1.6094||6.3315||3.1355||3.1355||4.4886||3.8067||2.5649||7.3715||7.7778
|-
|4||Computer_Science_A||Male||4.3175||1.9459||6.3886||3.8712||4.0073||4.6913||4.3438||2.6391||7.517||7.9413
|-
|3||Computer_Science_A||Male||3.7377||2.5649||5.8916||3.5264||3.7377||4.1431||3.8918||2.3026||7.0211||7.4541
|-
|2||Computer_Science_A||Male||3.1355||1.7918||5.3519||3.4657||3.3322||3.8286||3.7377||2.3026||6.593||7.0211
|-
|1||Computer_Science_A||Male||4.6444||2.9957||6.6187||5.7203||5.193||5.0814||5.4161||3.3673||7.63||8.2491
|-
|5||Computer_Science_AB||Male||3.4012||1.0986||5.9189||2.6391||2.4849||3.9703||2.7081||1.9459||6.8416||7.2682
|-
|4||Computer_Science_AB||Male||2.3026||1.0986||5.2983||2.1972||2.7081||3.2958||2.3979||1.3863||6.3297||6.7238
|-
|3||Computer_Science_AB||Male||3.3673||0.6931||5.2983||2.4849||2.3026||3.6376||2.9444||1.0986||6.18||6.6695
|-
|2||Computer_Science_AB||Male||2.7081||1.0986||4.6913||2.3026||1.0986||2.7081||2.4849||0.6931||5.4848||5.9965
|-
|1||Computer_Science_AB||Male||3.2581||1.7918||5.1874||3.2581||3.3322||3.5264||3.3673||1.3863||6.2086||6.7105
|-
|5||Economics_Macro||Male||4.8828||2.3979||6.9939||3.8286||4.3694||5.2149||4.9345||2.5649||8.1173||8.5248
|-
|4||Economics_Macro||Male||5.4467||3.3673||7.3518||4.9488||5.1591||5.6802||5.7589||3.4965||8.6312||9.0329
|-
|3||Economics_Macro||Male||4.9127||3.0445||6.7452||4.9767||5.3566||5.2417||5.5094||2.9444||8.1386||8.5631
|-
|2||Economics_Macro||Male||5.1059||2.9444||6.725||5.2523||5.6058||5.247||5.5759||3.5553||8.0665||8.5462
|-
|1||Economics_Macro||Male||5.4806||3.7612||6.8469||6.4345||6.6267||5.5373||6.5525||4.4427||8.1828||8.8836
|-
|5||Economics_Micro||Male||4.6913||2.3026||6.7117||3.4012||3.6889||4.9972||4.1271||2.0794||7.8148||8.2155
|-
|4||Economics_Micro||Male||5.0876||2.8332||6.9903||4.5433||4.7095||5.366||5.1417||3.0445||8.2749||8.6642
|-
|3||Economics_Micro||Male||4.8442||2.4849||6.4599||4.7095||4.7185||4.9488||5.1059||3.2189||7.8969||8.2973
|-
|2||Economics_Micro||Male||4.4308||2.3026||5.9989||4.7536||4.7185||4.5326||4.625||2.7726||7.4541||7.8842
|-
|1||Economics_Micro||Male||4.7958||2.1972||6.0822||5.8861||5.656||4.8363||5.649||4.1109||7.4289||8.12
|-
|5||English_Lang._&_Composition||Male||5.7203||3.2581||7.3537||4.9904||4.8828||6.0186||5.4553||3.5835||8.8982||9.2266
|-
|4||English_Lang._&_Composition||Male||6.3439||4.4427||7.8478||6.0591||6.1883||6.608||6.3818||4.3694||9.5581||9.8879
|-
|3||English_Lang._&_Composition||Male||6.7901||5.112||8.2404||7.0859||7.2335||7.0622||7.1763||5.3799||9.9932||10.3731
|-
|2||English_Lang._&_Composition||Male||6.9058||5.4848||8.1107||7.7178||7.9208||6.9622||7.6295||5.6312||9.7103||10.2902
|-
|1||English_Lang._&_Composition||Male||6.0661||4.7449||6.8145||7.5787||7.5679||5.9162||7.2226||4.9767||8.3699||9.3537
|-
|5||English_Lit._&_Composition||Male||5.3566||2.5649||6.7166||4.0943||4.2767||5.6168||4.6821||2.9444||8.4982||8.7769
|-
|4||English_Lit._&_Composition||Male||6.4489||4.4659||7.8548||5.9216||5.8693||6.5639||6.2729||4.5326||9.6833||9.9709
|-
|3||English_Lit._&_Composition||Male||6.9717||5.124||8.2449||7.0825||7.0166||7.03||7.1476||5.4765||10.1524||10.481
|-
|2||English_Lit._&_Composition||Male||6.9315||5.3891||8.1753||7.8403||7.7324||6.981||7.5342||5.7203||9.8647||10.3766
|-
|1||English_Lit._&_Composition||Male||5.9865||4.585||6.9266||7.7213||7.1405||5.8551||6.9856||4.9127||8.2226||9.2414
|-
|5||Environmental_Science||Male||4.6052||2.0794||6.1821||3.5835||3.8501||4.7449||4.3567||2.7081||7.7993||8.1059
|-
|4||Environmental_Science||Male||5.2575||2.7726||6.5958||4.804||4.9558||5.3982||5.425||3.5264||8.4049||8.7237
|-
|3||Environmental_Science||Male||4.8903||2.9444||6.2344||5.0106||4.7622||5.1533||5.247||3.1355||7.9923||8.3582
|-
|2||Environmental_Science||Male||4.9558||2.9444||6.0403||5.1591||4.92||4.9628||5.3519||3.2581||7.7911||8.2115
|-
|1||Environmental_Science||Male||5.3982||3.5835||6.4036||6.4846||5.8972||5.3706||6.2066||4.0943||7.9452||8.6061
|-
|5||European_History||Male||5.1358||2.5649||6.7382||3.9512||4.1589||5.3613||4.9767||3.091||8.3234||8.6366
|-
|4||European_History||Male||5.6131||3.6376||7.1164||4.804||4.9127||5.8889||5.5175||3.6376||8.8046||9.1168
|-
|3||European_History||Male||6.1442||4.3175||7.559||5.9081||6.0497||6.3801||6.1463||4.4067||9.3721||9.6889
|-
|2||European_History||Male||5.0239||3.2581||6.2953||5.0626||5.1533||5.1705||5.2149||3.4012||8.0799||8.4472
|-
|1||European_History||Male||5.7038||3.8918||6.8544||6.4118||6.3902||5.7589||6.2804||4.5218||8.5757||9.0754
|-
|5||French:_Language||Male||3.5264||0.6931||4.2195||3.989||2.0794||3.9318||2.9957||0.6931||6.1549||6.5539
|-
|4||French:_Language||Male||3.2958||1.0986||4.6151||4.3438||3.0445||4.1431||3.1781||1.0986||6.3526||6.7856
|-
|3||French:_Language||Male||4.1109||1.3863||5.5491||4.7536||4.1431||4.5539||4.3307||1.0986||7.0423||7.5016
|-
|2||French:_Language||Male||4.0073||2.0794||5.037||4.1109||4.0431||3.8286||3.9703||0.6931||6.5985||7.0579
|-
|1||French:_Language||Male||3.8918||1.7918||5.0689||4.4998||4.5433||3.9318||4.6052||2.1972||6.6026||7.1601
|-
|5||French:_Literature||Male||1.9459||0||2.7726||1.6094||1.6094||1.9459||1.7918||0||4.3567||4.7791
|-
|4||French:_Literature||Male||1.7918||0||2.3979||1.9459||1.0986||2.3026||1.6094||0||4.3567||4.7449
|-
|3||French:_Literature||Male||2.4849||0||2.5649||1.9459||1.0986||1.7918||2.3026||0||4.3307||4.804
|-
|2||French:_Literature||Male||2.0794||0||2.6391||2.3026||1.7918||1.6094||1.3863||0||4.0943||4.625
|-
|1||French:_Literature||Male||0.6931||0||1.9459||2.0794||0.6931||2.1972||2.3026||0||3.989||4.4543
|-
|5||German:_Language||Male||2.9444||0.6931||3.1355||1.9459||0.6931||3.2189||2.0794||0.6931||5.9532||6.142
|-
|4||German:_Language||Male||2.4849||1.0986||3.7377||1.7918||2.0794||3.1355||2.0794||0||6.0845||6.2804
|-
|3||German:_Language||Male||2.9444||1.0986||3.5835||1.6094||1.7918||3.091||2.3026||0||6.2285||6.3986
|-
|2||German:_Language||Male||2.7081||1.0986||3.5553||1.9459||1.6094||2.8332||2.4849||1.6094||6.0868||6.2748
|-
|1||German:_Language||Male||2.4849||1.9459||3.434||2.5649||2.7081||2.6391||2.7726||1.3863||5.743||6.0307
|-
|5||Government_Politics_Comp.||Male||3.7377||1.0986||5.112||2.8904||2.9957||3.9703||3.6376||1.6094||6.8244||7.1365
|-
|4||Government_Politics_Comp.||Male||3.989||1.9459||5.1705||3.1781||3.4012||4.1744||3.8067||2.0794||6.967||7.2876
|-
|3||Government_Politics_Comp.||Male||3.989||2.0794||5.1358||3.6636||3.6109||4.3041||3.8501||2.6391||6.9603||7.3059
|-
|2||Government_Politics_Comp.||Male||3.8918||1.7918||5.0938||4.1109||3.6109||4.0943||4.0254||2.3026||6.9546||7.3011
|-
|1||Government_Politics_Comp.||Male||3.8918||2.3026||4.804||4.5643||4.0775||3.8067||3.912||2.3979||6.4599||6.9782
|-
|5||Government_Politics_U.S.||Male||5.0562||2.5649||6.5511||4.1897||4.4067||5.2883||4.4188||2.8332||8.3151||8.5929
|-
|4||Government_Politics_U.S.||Male||6.1696||4.0775||7.6143||5.4889||5.8319||6.3699||6.1612||4.2905||9.4015||9.7036
|-
|3||Government_Politics_U.S.||Male||6.363||4.4886||7.8819||6.4457||6.5862||6.5367||6.658||4.7185||9.6382||9.9798
|-
|2||Government_Politics_U.S.||Male||6.5525||4.8752||7.9728||7.0942||7.2421||6.6619||7.1017||5.0562||9.546||10.0199
|-
|1||Government_Politics_U.S.||Male||5.7494||4.0431||7.0605||7.1655||7.1397||5.8406||7.0202||4.7362||8.2069||9.1406
|-
|5||Human_Geography||Male||3.8067||2.1972||5.591||3.3322||3.2189||4.2627||4.0254||2.3026||7.1405||7.4765
|-
|4||Human_Geography||Male||4.3438||2.1972||5.7398||4.2905||3.9703||4.5539||4.8283||2.6391||7.49||7.8395
|-
|3||Human_Geography||Male||4.4886||2.3979||5.7526||4.9416||4.4886||4.7362||5.2933||3.2581||7.5781||7.9828
|-
|2||Human_Geography||Male||4.2341||2.0794||5.3327||5.0752||4.5951||4.1589||5.0434||3.4965||7.1172||7.6109
|-
|1||Human_Geography||Male||4.9127||2.9957||5.6904||6.5453||5.5134||4.8978||5.9322||4.2627||7.4055||8.1928
|-
|5||Italian_Language||Male||1.3863||0||0.6931||0.6931||0.6931||1.9459||1.9459||0||3.989||4.3041
|-
|4||Italian_Language||Male||1.3863||0||0.6931||0||1.0986||1.7918||2.4849||0||3.6889||4.1271
|-
|3||Italian_Language||Male||1.6094||0||2.0794||0.6931||1.7918||1.6094||2.6391||1.0986||4.5218||4.852
|-
|2||Italian_Language||Male||0.6931||0||2.1972||1.0986||0.6931||1.6094||2.5649||1.3863||4.4308||4.7449
|-
|1||Italian_Language||Male||1.3863||0||2.0794||1.3863||1.3863||1.7918||2.6391||1.0986||4.92||5.1533
|-
|5||Japanese_Lang._&_Culture||Male||2.5649||0||5.118||0.6931||0||2.7726||0.6931||0||2.7726||5.3519
|-
|4||Japanese_Lang._&_Culture||Male||1.6094||0||3.5835||0.6931||0||1.3863||0.6931||0||2.9957||4.1589
|-
|3||Japanese_Lang._&_Culture||Male||2.0794||0||4.2047||1.6094||1.0986||1.6094||0.6931||0||3.8712||4.8828
|-
|2||Japanese_Lang._&_Culture||Male||1.0986||0||3.434||1.3863||0||1.9459||0.6931||0||3.2958||4.2341
|-
|1||Japanese_Lang._&_Culture||Male||2.3026||0||3.8712||1.9459||1.7918||2.4849||2.0794||0||4.3438||5.0999
|-
|5||Latin:_Literature||Male||2.3979||0||3.8712||0.6931||0.6931||2.3026||1.3863||0.6931||5.124||5.4806
|-
|4||Latin:_Literature||Male||2.3026||0||3.5264||1.9459||1.0986||2.6391||0.6931||0||5.193||5.4972
|-
|3||Latin:_Literature||Male||2.7081||0||3.9703||2.6391||2.1972||2.9444||1.3863||0||5.8377||6.1115
|-
|2||Latin:_Literature||Male||2.3026||0||3.3322||2.1972||1.3863||2.4849||1.3863||0||5.3753||5.624
|-
|1||Latin:_Literature||Male||2.9957||1.6094||4.0604||2.9957||2.1972||2.9957||2.7081||1.3863||6.0186||6.3172
|-
|5||Latin:_Vergil||Male||2.4849||0||4.2627||2.0794||1.6094||3.3322||1.6094||0||5.9054||6.1944
|-
|4||Latin:_Vergil||Male||2.9444||1.3863||3.8067||1.9459||1.9459||3.1781||2.0794||1.0986||6.0014||6.2403
|-
|3||Latin:_Vergil||Male||2.5649||1.0986||4.2767||2.7726||1.3863||3.091||2.3026||0.6931||6.2403||6.4723
|-
|2||Latin:_Vergil||Male||2.8904||0.6931||3.6889||2.1972||2.0794||2.7081||2.5649||0.6931||5.9322||6.1654
|-
|1||Latin:_Vergil||Male||3.091||1.6094||3.3673||2.7081||2.7081||2.7081||2.1972||0.6931||5.8464||6.1092
|-
|5||Music_Theory||Male||3.989||1.7918||5.1533||3.091||2.7081||3.5553||3.2958||2.0794||6.9354||7.2152
|-
|4||Music_Theory||Male||3.6376||2.1972||4.9127||3.6109||3.3673||3.7136||3.2581||2.3979||6.8659||7.1531
|-
|3||Music_Theory||Male||3.9318||2.5649||5.204||4.1589||3.912||4.0943||4.2485||3.091||7.2277||7.5396
|-
|2||Music_Theory||Male||4.382||2.0794||5.0626||4.7005||4.3041||3.9703||4.5109||3.2581||7.1663||7.5427
|-
|1||Music_Theory||Male||3.7377||2.4849||4.3438||4.8283||3.9512||3.7136||4.5433||2.7726||6.3297||6.9197
|-
|5||Physics_B||Male||5.0689||2.9957||7.2696||3.8286||4.0431||5.4161||4.7095||3.1355||8.3124||8.7231
|-
|4||Physics_B||Male||5.1761||3.0445||6.9967||4.5218||4.6444||5.2149||5.0626||3.4012||8.3959||8.7451
|-
|3||Physics_B||Male||5.5759||3.3673||7.3721||5.2933||5.5255||5.8111||5.6095||3.4657||8.7919||9.1639
|-
|2||Physics_B||Male||5.0626||3.5264||6.9187||5.3891||5.5413||5.2364||5.553||3.6636||8.2769||8.7137
|-
|1||Physics_B||Male||5.2311||3.5264||6.8773||6.248||6.4118||5.4027||6.0845||3.989||8.0472||8.724
|-
|5||Physics_C:_Elec._&_Magnet.||Male||4.3694||1.9459||6.765||3.1781||3.0445||4.6821||3.9512||1.3863||7.5055||7.997
|-
|4||Physics_C:_Elec._&_Magnet.||Male||4.0604||2.3026||6.3297||3.434||3.3673||4.2195||3.8501||2.1972||7.1997||7.6704
|-
|3||Physics_C:_Elec._&_Magnet.||Male||2.9957||1.0986||5.5294||3.4012||3.2581||3.2581||2.8904||1.6094||6.4232||6.8957
|-
|2||Physics_C:_Elec._&_Magnet.||Male||3.8286||1.6094||5.6971||3.5553||3.3322||3.8067||3.5835||2.0794||6.7417||7.2004
|-
|1||Physics_C:_Elec._&_Magnet.||Male||3.4965||0||5.3566||3.4012||3.3673||3.6109||3.9512||1.6094||6.2691||6.8233
|-
|5||Physics_C:_Mechanics||Male||4.8598||2.7726||7.2786||3.6109||3.8712||5.1417||4.4886||2.8332||8.1032||8.5666
|-
|4||Physics_C:_Mechanics||Male||4.9558||2.3979||6.9508||3.989||4.1271||5.0434||4.7185||2.9957||8.0883||8.4863
|-
|3||Physics_C:_Mechanics||Male||4.585||2.9444||6.528||4.3694||4.3694||4.7622||4.654||2.8332||7.8633||8.2401
|-
|2||Physics_C:_Mechanics||Male||4.1744||2.5649||6.1291||4.4067||4.1271||4.1897||4.5951||2.9444||7.3914||7.8156
|-
|1||Physics_C:_Mechanics||Male||4.2767||2.3026||6.1181||4.9345||4.9488||4.5109||4.9273||3.0445||7.1476||7.7532
|-
|5||Psychology||Male||5.4723||3.2958||7.1156||4.7707||4.585||5.6384||5.3423||3.4012||8.5595||8.9146
|-
|4||Psychology||Male||5.793||3.5835||7.3265||5.7869||5.2983||5.989||6.021||4.2195||8.9468||9.3024
|-
|3||Psychology||Male||5.5984||3.8286||6.9819||5.8972||5.4072||5.6904||5.8435||4.0775||8.6685||9.0465
|-
|2||Psychology||Male||5.118||3.5264||6.528||5.8916||5.1985||5.3706||5.5872||3.9703||8.1386||8.5903
|-
|1||Psychology||Male||5.7621||3.8067||6.9217||6.9187||6.0799||5.7203||6.4409||4.4067||8.2563||8.9468
|-
|5||Spanish_Language||Male||5.2204||1.3863||5.6525||3.2958||7.7903||4.9416||7.6958||4.7449||7.1082||8.7927
|-
|4||Spanish_Language||Male||5.5984||2.0794||6.1203||4.2485||8.0517||5.1705||7.6958||4.9767||7.6944||9.0653
|-
|3||Spanish_Language||Male||5.3132||2.5649||6.1003||4.3944||7.7643||5.0499||7.2633||4.7791||7.6473||8.8374
|-
|2||Spanish_Language||Male||5.3706||2.8904||6.1841||4.7095||7.5549||4.9345||7.0544||4.7536||7.7372||8.7697
|-
|1||Spanish_Language||Male||5.6384||3.1781||6.2577||5.7838||7.426||5.2523||6.8937||4.6728||8.0114||8.8709
|-
|5||Spanish_Literature||Male||3.1355||0||3.1355||1.3863||4.8598||2.5649||4.9767||1.3863||4.7791||6.1159
|-
|4||Spanish_Literature||Male||3.2581||0.6931||4.0431||1.7918||5.9296||3.091||5.6419||2.4849||5.1475||6.8533
|-
|3||Spanish_Literature||Male||3.0445||0.6931||3.8067||2.1972||6.4425||3.2958||6.0379||2.7081||5.0239||7.1778
|-
|2||Spanish_Literature||Male||2.8904||0||2.9957||1.7918||5.9216||2.1972||5.3936||2.4849||4.5218||6.6107
|-
|1||Spanish_Literature||Male||4.1744||0.6931||3.091||3.0445||6.5381||3.091||6.0497||3.091||5.0434||7.2556
|-
|5||Statistics||Male||5.0938||2.4849||7.4031||3.9512||4.0604||5.425||4.6444||3.091||8.4824||8.8679
|-
|4||Statistics||Male||5.6525||3.8501||7.6444||5.0499||5.0752||5.7621||5.5413||3.6109||9.0036||9.3476
|-
|3||Statistics||Male||5.7462||3.912||7.5256||5.6384||5.6095||5.9081||5.9269||3.7377||9.0403||9.3914
|-
|2||Statistics||Male||5.4681||3.6109||6.9819||5.7683||5.5491||5.4889||5.6699||3.9318||8.522||8.9263
|-
|1||Statistics||Male||5.8721||3.989||7.2944||6.9613||6.4409||5.8889||6.4019||4.7095||8.5631||9.1967
|-
|5||Studio_Art:_2-D_Design||Male||2.7081||0.6931||3.8501||2.7726||2.8332||3.1781||3.4965||1.0986||5.7777||6.157
|-
|4||Studio_Art:_2-D_Design||Male||3.5835||2.0794||4.3944||3.6889||3.5264||3.2958||3.7377||2.0794||6.1903||6.628
|-
|3||Studio_Art:_2-D_Design||Male||3.9512||2.3026||4.5326||4.5539||4.2047||3.6109||4.2767||2.7726||6.7262||7.1452
|-
|2||Studio_Art:_2-D_Design||Male||3.8712||2.6391||4.3567||4.5539||4.1744||3.5264||4.4308||2.7081||6.4184||6.9451
|-
|1||Studio_Art:_2-D_Design||Male||2.4849||1.0986||2.8332||3.6109||3.1781||2.5649||3.3673||1.7918||4.8598||5.5683
|-
|5||Studio_Art:_3-D_Design||Male||1.0986||0||1.0986||1.0986||1.0986||1.0986||2.0794||0||4.3438||4.5433
|-
|4||Studio_Art:_3-D_Design||Male||1.9459||0.6931||2.3026||1.7918||2.1972||0.6931||2.5649||0.6931||4.4067||4.8283
|-
|3||Studio_Art:_3-D_Design||Male||2.7726||0||2.8904||2.1972||3.1781||2.7726||2.9957||0||5.3375||5.7203
|-
|2||Studio_Art:_3-D_Design||Male||2.3979||1.0986||2.7726||2.7081||3.0445||2.5649||2.8332||1.0986||4.8903||5.4116
|-
|1||Studio_Art:_3-D_Design||Male||0.6931||0||2.3026||1.7918||2.3026||2.0794||2.1972||0||3.4012||4.2341
|-
|5||Studio_Art:_Drawing||Male||2.8904||0||4.0254||3.3673||2.7726||2.9957||3.4657||1.9459||5.5373||6.0521
|-
|4||Studio_Art:_Drawing||Male||2.8904||1.6094||4.4998||3.6109||3.8501||2.8904||3.8918||1.6094||5.8693||6.4216
|-
|3||Studio_Art:_Drawing||Male||4.0073||2.3026||5.0106||4.6728||4.5951||4.1109||4.5747||3.091||6.7032||7.2499
|-
|2||Studio_Art:_Drawing||Male||3.9318||2.1972||4.654||4.7622||4.6728||3.6889||4.3944||2.1972||6.2897||6.9565
|-
|1||Studio_Art:_Drawing||Male||2.9957||1.9459||3.3673||4.3041||3.7136||2.7726||3.5553||2.1972||4.8363||5.8551
|-
|5||US_History||Male||6.3386||3.9703||8.011||5.6312||5.663||6.6619||6.107||4.2195||9.526||9.8628
|-
|4||US_History||Male||6.7946||4.9273||8.2983||6.5352||6.6796||7.1349||6.8167||4.9488||10.0902||10.4024
|-
|3||US_History||Male||6.8732||4.9972||8.2493||7.0175||7.0842||7.075||7.0673||5.1591||10.134||10.4618
|-
|2||US_History||Male||6.9976||5.4161||8.2548||7.6074||7.7275||7.1538||7.4866||5.6131||10.1156||10.5322
|-
|1||US_History||Male||6.7569||5.2983||7.8284||8.1744||8.0753||6.7912||7.6907||5.7526||9.4052||10.1608
|-
|5||World_History||Male||4.9628||3.091||6.966||4.654||4.6913||5.6733||5.1533||3.4965||8.3823||8.7478
|-
|4||World_History||Male||5.4027||3.5553||7.1616||5.5175||5.591||5.8608||5.6595||3.7842||8.7045||9.0788
|-
|3||World_History||Male||5.8721||4.2905||7.4989||6.2879||6.3333||6.1717||6.4036||4.6634||8.9969||9.441
|-
|2||World_History||Male||5.7137||3.8712||7.2004||6.6733||6.6908||5.9349||6.6187||4.7095||8.628||9.2206
|-
|1||World_History||Male||5.6419||3.8918||6.5323||7.1082||6.9903||5.5607||6.8437||4.92||7.9445||8.9191
|-
|5||Art_History||Female||4.0943||2.1972||5.4027||3.1781||3.2958||4.4886||3.6636||1.3863||6.9117||7.293
|-
|4||Art_History||Female||4.7362||2.3026||6.0544||3.9703||4.4188||5.0039||4.852||2.5649||7.4933||7.9244
|-
|3||Art_History||Female||4.7791||2.8904||6.0981||4.6347||4.8828||5.0239||5.4424||3.3673||7.6343||8.0983
|-
|2||Art_History||Female||4.4886||2.7081||5.717||4.5643||4.9904||4.7274||5.1874||3.1355||7.2262||7.7549
|-
|1||Art_History||Female||4.4998||2.9444||5.7004||5.247||5.3753||4.6052||5.7366||3.2189||7.0588||7.7849
|-
|5||Biology||Female||5.8861||3.2958||8.1582||5.4638||4.8122||6.3404||5.5491||3.7842||9.0144||9.4969
|-
|4||Biology||Female||5.9738||3.9512||7.9756||6.2146||5.5294||6.5043||5.8693||4.3307||9.2368||9.6463
|-
|3||Biology||Female||6.1591||4.3175||7.9284||6.5985||6.0331||6.5191||6.3244||4.585||9.3512||9.7592
|-
|2||Biology||Female||6.3801||4.7707||7.9298||7.264||6.7776||6.7274||6.8035||5.0626||9.4796||9.9412
|-
|1||Biology||Female||6.1003||4.6052||7.5115||7.8446||7.2821||6.3767||7.2093||5.3083||8.8426||9.6446
|-
|5||Calculus_AB||Female||5.8944||2.9444||8.1676||5.4467||5.2933||6.2265||5.8406||3.6376||9.3349||9.7138
|-
|4||Calculus_AB||Female||5.9558||3.8501||8.0327||6.0426||5.826||6.3919||6.0544||4.1589||9.4387||9.7935
|-
|3||Calculus_AB||Female||6.1463||4.3567||8.0615||6.525||6.375||6.4313||6.3544||4.4773||9.5012||9.8851
|-
|2||Calculus_AB||Female||5.9054||4.1589||7.8192||6.7558||6.5751||6.271||6.4536||4.5747||9.2716||9.7038
|-
|1||Calculus_AB||Female||6.5971||5.2257||8.2131||8.1224||7.8387||6.789||7.5528||5.3279||9.6525||10.2773
|-
|5||Calculus_BC||Female||5.4293||2.7081||8.0542||4.6052||4.4543||5.8608||4.8828||3.1781||8.5796||9.1481
|-
|4||Calculus_BC||Female||4.7622||1.9459||7.1997||4.6634||4.2047||5.1591||4.5109||2.7081||7.96||8.4705
|-
|3||Calculus_BC||Female||4.7005||2.3026||7.2464||5.0434||4.8903||5.0876||4.9416||3.1355||8.0965||8.5962
|-
|2||Calculus_BC||Female||3.8918||1.9459||6.1944||4.3175||4.1109||4.3307||4.1431||2.1972||7.0238||7.573
|-
|1||Calculus_BC||Female||4.6821||2.9444||6.8638||5.6768||5.3845||5.124||5.2575||2.3979||7.7174||8.3438
|-
|5||Chemistry||Female||4.8442||2.3979||7.4628||4.0604||3.5553||5.0304||4.2341||2.7726||7.7952||8.4407
|-
|4||Chemistry||Female||5.1533||2.6391||7.5554||5.0239||4.1744||5.4931||4.8442||2.9957||8.3521||8.8445
|-
|3||Chemistry||Female||5.5568||3.4965||7.6852||5.7137||5.2095||6.0088||5.5491||3.8286||8.7349||9.1975
|-
|2||Chemistry||Female||5.3279||3.4965||7.362||6.045||5.5094||5.7777||5.6802||3.8918||8.6392||9.0813
|-
|1||Chemistry||Female||5.8348||4.3438||7.574||7.3582||6.8189||6.2934||6.7322||4.8283||8.8938||9.5203
|-
|5||Chinese_Lang._&_Cultures||Female||3.4965||0||6.9745||0||0||2.5649||0||0||1.6094||7.0202
|-
|4||Chinese_Lang._&_Cultures||Female||1.6094||0||4.92||0||0||1.6094||0||0||2.6391||5.0689
|-
|3||Chinese_Lang._&_Cultures||Female||2.0794||0||3.4657||0||0||0.6931||0||0||2.0794||3.8918
|-
|2||Chinese_Lang._&_Cultures||Female||0||0||2.0794||0||0||0.6931||0||0||2.0794||2.8332
|-
|1||Chinese_Lang._&_Cultures||Female||0||0||2.3979||0||0||0||0||0||2.3026||3.2581
|-
|5||Computer_Science_A||Female||2.0794||1.0986||5.0562||1.3863||1.3863||2.7081||2.0794||0||5.323||5.9839
|-
|4||Computer_Science_A||Female||2.0794||1.0986||5.2417||2.3026||1.9459||2.8332||2.7726||0.6931||5.5134||6.1985
|-
|3||Computer_Science_A||Female||2.0794||0||4.8283||2.6391||2.3979||2.4849||2.6391||1.3863||5.273||5.9296
|-
|2||Computer_Science_A||Female||1.3863||0.6931||4.4659||2.3979||2.8332||2.7081||2.3026||1.0986||4.7958||5.5683
|-
|1||Computer_Science_A||Female||3.7377||1.3863||5.6768||5.1299||4.2767||4.0431||4.4886||1.9459||6.0379||7.0414
|-
|5||Computer_Science_AB||Female||1.6094||0||4.3041||1.0986||0.6931||2.4849||1.6094||0||4.4427||5.193
|-
|4||Computer_Science_AB||Female||0.6931||0||3.8918||1.0986||1.3863||1.7918||1.6094||0||4.2047||4.8675
|-
|3||Computer_Science_AB||Female||0.6931||0||3.912||1.0986||1.0986||1.9459||1.3863||0||3.7612||4.6634
|-
|2||Computer_Science_AB||Female||1.6094||0||3.0445||0.6931||0.6931||1.0986||1.3863||0.6931||3.091||3.989
|-
|1||Computer_Science_AB||Female||1.0986||0.6931||3.8501||1.6094||1.7918||1.7918||1.6094||0.6931||4.0604||4.8363
|-
|5||Economics_Macro||Female||4.0775||1.6094||6.5944||3.1781||3.5264||4.5643||3.9512||2.1972||7.2917||7.812
|-
|4||Economics_Macro||Female||4.9698||2.1972||7.0397||4.9416||4.8752||5.3181||5.247||2.7726||8.0971||8.5664
|-
|3||Economics_Macro||Female||4.6728||2.5649||6.6796||5.1358||5.0106||5.037||5.0999||3.2958||7.8184||8.3087
|-
|2||Economics_Macro||Female||4.9273||2.8332||6.667||5.3613||5.6058||5.1705||5.5872||3.7377||7.9431||8.4594
|-
|1||Economics_Macro||Female||5.5759||3.7377||6.981||6.9717||6.9007||5.8111||7.0085||4.5539||8.3514||9.1274
|-
|5||Economics_Micro||Female||3.8067||0||6.089||2.7726||2.3979||3.8501||2.8904||1.3863||6.7178||7.2457
|-
|4||Economics_Micro||Female||4.6052||1.6094||6.6682||4.4427||4.1897||4.852||4.382||2.5649||7.6563||8.1227
|-
|3||Economics_Micro||Female||4.4308||2.3026||6.4052||4.7622||4.5951||4.8283||4.4543||3.1781||7.5751||8.0362
|-
|2||Economics_Micro||Female||4.3175||2.3026||5.9584||4.8203||4.8203||4.5109||4.4886||2.8904||7.3447||7.8071
|-
|1||Economics_Micro||Female||4.852||2.9444||6.2422||6.4003||5.8608||4.9558||5.8201||4.2905||7.5797||8.3226
|-
|5||English_Lang._&_Composition||Female||5.994||3.6376||7.6592||5.5491||5.3132||6.5381||5.9322||4.0604||9.3181||9.634
|-
|4||English_Lang._&_Composition||Female||6.7032||4.8363||8.1881||6.7511||6.5568||7.1732||6.9108||5.037||10.0277||10.348
|-
|3||English_Lang._&_Composition||Female||7.3159||5.743||8.6278||7.9186||7.7467||7.6212||7.7915||5.8608||10.5427||10.9181
|-
|2||English_Lang._&_Composition||Female||7.355||6.0497||8.52||8.6403||8.5558||7.6382||8.3523||6.2672||10.3127||10.9115
|-
|1||English_Lang._&_Composition||Female||6.4069||5.2311||7.1009||8.3447||8.0077||6.4297||7.8744||5.2933||8.7081||9.8368
|-
|5||English_Lit._&_Composition||Female||6.0753||3.3322||7.4978||5.3279||5.118||6.3936||5.5568||4.0073||9.2372||9.5336
|-
|4||English_Lit._&_Composition||Female||7.0094||4.852||8.3321||6.9489||6.5539||7.2752||6.8742||5.0814||10.3008||10.5829
|-
|3||English_Lit._&_Composition||Female||7.4265||5.717||8.6452||8.0087||7.5893||7.6178||7.7044||6.0088||10.6958||11.0263
|-
|2||English_Lit._&_Composition||Female||7.3473||6.073||8.5344||8.8006||8.3005||7.5979||8.2123||6.4473||10.3796||10.9373
|-
|1||English_Lit._&_Composition||Female||6.1291||5.0626||7.022||8.4392||7.5433||6.2344||7.547||5.4072||8.4238||9.6437
|-
|5||Environmental_Science||Female||4.3694||1.3863||5.8348||2.9444||3.1781||4.5218||3.8501||2.0794||7.417||7.728
|-
|4||Environmental_Science||Female||5.1648||3.091||6.5367||4.8363||4.6444||5.4848||5.1705||3.3673||8.3533||8.6654
|-
|3||Environmental_Science||Female||5.037||2.8904||6.3026||5.112||4.8598||5.2883||5.1358||3.4657||8.1956||8.5232
|-
|2||Environmental_Science||Female||5.0752||3.4965||6.319||5.4972||5.2364||5.273||5.5984||3.6109||8.229||8.5982
|-
|1||Environmental_Science||Female||5.8319||4.0943||6.8987||7.1686||6.5653||6.0661||6.9334||4.8122||8.6197||9.2603
|-
|5||European_History||Female||4.8903||2.0794||6.7093||4.0775||4.0604||5.366||4.7791||2.1972||8.1668||8.5039
|-
|4||European_History||Female||5.5413||3.2189||7.1317||5.2149||4.9488||5.9764||5.5645||3.7377||8.7431||9.0839
|-
|3||European_History||Female||6.2577||4.1897||7.72||6.3509||6.1291||6.6908||6.4505||4.6151||9.4473||9.8025
|-
|2||European_History||Female||5.1591||3.4657||6.5944||5.6419||5.4681||5.425||5.6095||3.8286||8.3153||8.7128
|-
|1||European_History||Female||6.0684||4.2341||7.2661||7.051||6.8701||6.4167||6.7238||4.92||8.928||9.4851
|-
|5||French:_Language||Female||4.0775||0||4.9053||4.5218||2.8332||4.7958||4.2341||1.7918||6.8659||7.28
|-
|4||French:_Language||Female||4.4886||1.0986||5.6168||4.6728||3.6636||5.0689||4.4886||2.1972||7.2862||7.7062
|-
|3||French:_Language||Female||4.8978||2.0794||6.2691||5.2364||4.7791||5.323||5.2933||1.7918||7.9582||8.3518
|-
|2||French:_Language||Female||4.7005||1.7918||5.8464||4.9767||4.8363||4.9127||4.9416||1.9459||7.5878||8.0003
|-
|1||French:_Language||Female||4.4659||2.0794||5.7333||5.3566||5.4681||4.9345||5.3471||2.8904||7.446||7.981
|-
|5||French:_Literature||Female||3.1355||0||3.4012||2.3026||1.0986||3.1355||2.3026||0||5.3982||5.7526
|-
|4||French:_Literature||Female||2.4849||0||3.7842||2.8904||1.0986||2.7726||2.0794||0||5.4116||5.7683
|-
|3||French:_Literature||Female||2.6391||0||3.6636||3.091||1.3863||3.0445||2.1972||0||5.3936||5.7777
|-
|2||French:_Literature||Female||2.0794||0||3.2581||2.1972||1.7918||2.8332||2.3979||0||4.9904||5.3845
|-
|1||French:_Literature||Female||1.9459||0||2.9444||2.3979||1.0986||1.6094||2.4849||0||4.7449||5.118
|-
|5||German:_Language||Female||3.091||0.6931||3.2958||2.5649||0||3.0445||1.9459||0||6.0521||6.2364
|-
|4||German:_Language||Female||2.7081||1.0986||3.4657||2.3026||1.3863||3.2189||2.6391||0.6931||6.073||6.2748
|-
|3||German:_Language||Female||2.4849||0.6931||3.4965||2.4849||1.6094||2.8332||2.7726||1.3863||6.0497||6.248
|-
|2||German:_Language||Female||2.8332||0.6931||3.3673||1.7918||2.5649||3.1781||2.1972||1.0986||6.0039||6.2146
|-
|1||German:_Language||Female||2.3026||0.6931||2.7081||2.9444||2.3979||2.4849||2.7726||1.0986||5.3891||5.7004
|-
|5||Government_Politics_Comp.||Female||2.9957||0||4.7622||2.4849||2.3979||3.2958||3.2581||1.6094||6.3526||6.6657
|-
|4||Government_Politics_Comp.||Female||3.6889||1.7918||5.112||3.2189||3.091||3.7612||3.5264||1.6094||6.5862||6.9641
|-
|3||Government_Politics_Comp.||Female||3.9512||2.3979||5.1705||3.9703||3.2581||4.1271||4.0604||2.3979||6.8565||7.2378
|-
|2||Government_Politics_Comp.||Female||3.6376||1.7918||5.0814||4.5747||3.8286||4.4998||4.2905||2.1972||6.8512||7.2841
|-
|1||Government_Politics_Comp.||Female||4.0775||2.6391||4.9558||5.124||4.3438||4.2627||4.5951||2.7081||6.6147||7.232
|-
|5||Government_Politics_U.S.||Female||4.7185||1.9459||6.4661||4.1431||4.0604||5.0938||4.654||2.3026||8.0456||8.3601
|-
|4||Government_Politics_U.S.||Female||5.8665||3.7612||7.5369||5.8289||5.6525||6.2748||5.8665||4.0943||9.2262||9.5463
|-
|3||Government_Politics_U.S.||Female||6.2596||4.5218||7.885||6.7286||6.4953||6.7214||6.6425||4.8828||9.6171||9.9763
|-
|2||Government_Politics_U.S.||Female||6.6644||5.0106||8.1244||7.6128||7.4674||7.0432||7.3796||5.5053||9.791||10.2731
|-
|1||Government_Politics_U.S.||Female||6.0981||4.654||7.4512||7.9157||7.6871||6.4457||7.6387||5.2575||8.7648||9.7104
|-
|5||Human_Geography||Female||3.3673||1.0986||5.193||3.7612||3.0445||3.9703||3.7377||2.1972||6.8448||7.1785
|-
|4||Human_Geography||Female||4.2485||2.1972||5.7991||4.7274||3.6376||4.5433||4.654||2.3026||7.4565||7.8208
|-
|3||Human_Geography||Female||4.4067||2.4849||5.8944||5.2204||4.4188||4.9416||5.366||3.6636||7.6737||8.0898
|-
|2||Human_Geography||Female||4.2905||2.8904||5.4931||5.4293||4.7274||4.7362||5.2832||3.3673||7.3908||7.874
|-
|1||Human_Geography||Female||5.273||3.2581||6.0307||7.0466||5.989||5.5334||6.3526||4.8442||7.9025||8.6716
|-
|5||Italian_Language||Female||1.3863||0||1.6094||0.6931||1.3863||1.7918||3.2958||1.0986||4.3694||4.8122
|-
|4||Italian_Language||Female||1.7918||0||0.6931||1.0986||2.0794||1.3863||3.434||0.6931||4.3694||4.852
|-
|3||Italian_Language||Female||2.0794||0||2.8332||1.0986||2.1972||2.3026||3.9318||1.7918||5.0876||5.5568
|-
|2||Italian_Language||Female||2.4849||0||2.1972||1.3863||1.9459||2.1972||3.4012||1.0986||4.9972||5.3706
|-
|1||Italian_Language||Female||2.8332||0||2.4849||1.9459||2.1972||2.3026||2.7081||2.0794||5.3799||5.663
|-
|5||Japanese_Lang._&_Culture||Female||1.9459||0||5.2257||0||0||2.7726||0||0||2.9957||5.425
|-
|4||Japanese_Lang._&_Culture||Female||1.0986||0||3.8067||0||0.6931||1.0986||0.6931||0||2.7726||4.2047
|-
|3||Japanese_Lang._&_Culture||Female||2.1972||0||4.6728||1.7918||1.0986||2.3026||1.3863||0||3.6636||5.1475
|-
|2||Japanese_Lang._&_Culture||Female||1.0986||0||3.6376||1.6094||0.6931||2.0794||0||0||3.3673||4.382
|-
|1||Japanese_Lang._&_Culture||Female||1.6094||0||4.2485||1.3863||1.0986||2.0794||1.7918||0||4.1109||5.0239
|-
|5||Latin:_Literature||Female||2.1972||0.6931||3.8286||2.3026||1.0986||2.6391||1.6094||0.6931||5.2095||5.5835
|-
|4||Latin:_Literature||Female||2.3026||0||3.9318||2.4849||0.6931||2.7081||1.0986||0.6931||5.3706||5.7137
|-
|3||Latin:_Literature||Female||2.8904||1.0986||4.1897||2.7081||1.6094||3.1781||2.0794||0.6931||5.9162||6.2226
|-
|2||Latin:_Literature||Female||2.7081||1.3863||3.5264||2.6391||2.1972||2.4849||1.6094||0||5.5094||5.8081
|-
|1||Latin:_Literature||Female||2.8332||1.3863||4.3567||3.1781||2.3026||3.3322||3.3322||1.0986||5.9965||6.3733
|-
|5||Latin:_Vergil||Female||3.091||0||4.2047||2.3026||1.0986||3.091||2.0794||0.6931||5.7366||6.0799
|-
|4||Latin:_Vergil||Female||2.9444||0.6931||4.1897||2.3026||0||2.9957||1.7918||1.0986||5.6168||5.9764
|-
|3||Latin:_Vergil||Female||3.1355||1.6094||4.2047||2.6391||2.3026||3.3673||2.5649||1.6094||6.0521||6.3682
|-
|2||Latin:_Vergil||Female||2.3026||1.6094||3.6636||3.0445||2.3026||3.0445||2.4849||1.0986||5.8319||6.1181
|-
|1||Latin:_Vergil||Female||2.9957||1.6094||3.6636||2.9444||2.5649||2.7081||2.7081||0||5.8665||6.157
|-
|5||Music_Theory||Female||3.0445||0||5.0938||2.4849||2.0794||3.1781||2.5649||0.6931||6.2989||6.6593
|-
|4||Music_Theory||Female||3.5835||1.0986||5.1059||2.8332||2.0794||3.2189||2.7726||1.0986||6.525||6.8533
|-
|3||Music_Theory||Female||3.6109||2.1972||5.2983||3.6889||2.9444||3.8286||4.0604||2.4849||6.9754||7.3018
|-
|2||Music_Theory||Female||3.7136||2.4849||5.3279||4.7536||3.6109||4.3307||4.1589||2.8332||6.9431||7.3759
|-
|1||Music_Theory||Female||3.1781||1.6094||4.2627||4.8363||3.4657||3.1355||4.2905||2.7726||6.0307||6.6567
|-
|5||Physics_B||Female||3.8286||0.6931||6.3919||2.3026||2.6391||4.1744||3.3322||1.9459||6.9994||7.5267
|-
|4||Physics_B||Female||4.0943||2.0794||6.4907||3.7612||3.2581||4.5433||3.6376||1.9459||7.3658||7.8272
|-
|3||Physics_B||Female||4.9698||2.7081||6.9801||4.7274||4.7449||5.1818||4.8283||3.4012||8.0385||8.4939
|-
|2||Physics_B||Female||4.6151||2.3979||6.6147||5.2832||4.8752||4.8598||4.9904||3.2581||7.7903||8.268
|-
|1||Physics_B||Female||5.0434||3.7377||6.7358||6.4329||6.2246||5.3519||6.0981||3.6109||7.801||8.5743
|-
|5||Physics_C:_Elec._&_Magnet.||Female||2.9957||0.6931||5.4889||1.7918||1.3863||2.6391||2.1972||1.0986||5.7838||6.4249
|-
|4||Physics_C:_Elec._&_Magnet.||Female||2.6391||1.6094||5.2781||2.3979||1.3863||3.5553||2.6391||0.6931||5.8579||6.4345
|-
|3||Physics_C:_Elec._&_Magnet.||Female||2.3026||0.6931||4.6151||1.3863||1.6094||2.5649||1.7918||1.0986||5.2832||5.8081
|-
|2||Physics_C:_Elec._&_Magnet.||Female||2.8332||0.6931||4.8598||2.6391||2.0794||2.5649||2.6391||0.6931||5.7462||6.2226
|-
|1||Physics_C:_Elec._&_Magnet.||Female||2.0794||1.3863||4.5643||2.4849||2.5649||2.4849||2.6391||0.6931||5.323||5.8805
|-
|5||Physics_C:_Mechanics||Female||3.6636||0.6931||6.1026||2.3026||1.7918||3.6376||2.9957||1.0986||6.5453||7.1333
|-
|4||Physics_C:_Mechanics||Female||3.8712||1.0986||6.1048||3.091||2.7726||4.1744||3.3322||2.0794||6.9127||7.3994
|-
|3||Physics_C:_Mechanics||Female||3.7136||2.1972||5.8636||3.3673||3.2189||3.7377||3.434||1.3863||6.7534||7.2313
|-
|2||Physics_C:_Mechanics||Female||3.4012||2.5649||5.5053||3.6636||3.6109||3.7842||3.8501||1.7918||6.5653||7.0596
|-
|1||Physics_C:_Mechanics||Female||3.6636||2.4849||5.7652||4.8903||4.5109||3.8501||4.4998||1.7918||6.5539||7.2661
|-
|5||Psychology||Female||5.8665||3.5264||7.6163||5.591||4.92||6.2226||5.9081||4.2905||9.2094||9.5289
|-
|4||Psychology||Female||6.25||4.5109||7.7222||6.6067||5.8493||6.593||6.5511||4.7707||9.4938||9.8401
|-
|3||Psychology||Female||5.961||4.2905||7.3588||6.7452||5.9296||6.3154||6.4998||4.8363||9.2432||9.6109
|-
|2||Psychology||Female||5.7071||3.8067||6.8896||6.7286||5.9108||5.8721||6.3526||4.4659||8.8105||9.2345
|-
|1||Psychology||Female||6.2186||4.3944||7.3192||7.8846||6.9412||6.4646||7.2951||5.3132||8.9704||9.6778
|-
|5||Spanish_Language||Female||5.8464||1.3863||6.2653||4.1897||8.4809||5.6276||8.4442||5.4931||7.7169||9.4858
|-
|4||Spanish_Language||Female||6.2577||2.7726||6.7811||5.0752||8.6575||5.9108||8.3843||5.7621||8.3255||9.7121
|-
|3||Spanish_Language||Female||5.9839||3.0445||6.6425||5.4596||8.2651||5.7494||7.8947||5.366||8.2853||9.4314
|-
|2||Spanish_Language||Female||5.9054||3.2958||6.7382||5.8551||7.9645||5.8464||7.5832||5.2417||8.3916||9.3384
|-
|1||Spanish_Language||Female||5.8944||3.5264||6.7662||6.7878||7.5016||5.8861||7.2535||5.1299||8.5138||9.2947
|-
|5||Spanish_Literature||Female||3.2581||0.6931||4.0431||1.9459||5.656||3.3673||5.9738||2.7081||5.5255||6.9641
|-
|4||Spanish_Literature||Female||4.382||0||4.5326||2.9957||6.8123||3.8067||6.612||3.434||6.0162||7.7515
|-
|3||Spanish_Literature||Female||4.3307||0||4.2195||3.1355||7.1724||3.7842||6.8437||3.5553||5.8081||7.942
|-
|2||Spanish_Literature||Female||3.7136||1.0986||3.4012||2.5649||6.6107||3.0445||6.2785||3.091||4.8122||7.3271
|-
|1||Spanish_Literature||Female||4.4543||1.0986||3.3673||3.6109||6.8947||3.4965||6.6267||4.1589||5.2364||7.6843
|-
|5||Statistics||Female||4.6347||1.7918||6.9431||3.7377||3.7377||4.7622||3.912||2.3979||7.9494||8.3507
|-
|4||Statistics||Female||5.4027||2.9957||7.384||5.1985||4.6728||5.5872||5.2575||3.4657||8.7799||9.1188
|-
|3||Statistics||Female||5.687||3.8501||7.5038||5.9026||5.5175||5.9532||5.7807||4.0431||9.1016||9.4335
|-
|2||Statistics||Female||5.5835||3.6636||7.0501||6.0638||5.663||5.6664||5.8636||3.9318||8.7236||9.1056
|-
|1||Statistics||Female||5.961||4.2627||7.4218||7.4518||6.7923||6.1612||6.8211||4.8675||8.8849||9.509
|-
|5||Studio_Art:_2-D_Design||Female||3.3322||2.0794||4.8442||3.2958||2.7081||3.5553||3.5553||2.3026||6.5265||6.8669
|-
|4||Studio_Art:_2-D_Design||Female||4.3307||1.3863||5.2781||4.0431||3.912||4.3694||4.6913||2.3026||7.2724||7.6074
|-
|3||Studio_Art:_2-D_Design||Female||4.6634||2.9957||5.7004||4.654||4.7185||4.8598||5.112||3.1781||7.7433||8.0892
|-
|2||Studio_Art:_2-D_Design||Female||4.6052||2.9957||5.273||4.804||4.6151||4.804||4.8363||3.1781||7.453||7.8348
|-
|1||Studio_Art:_2-D_Design||Female||2.5649||1.0986||3.0445||3.8918||3.7136||2.8332||3.6109||2.4849||5.5452||6.089
|-
|5||Studio_Art:_3-D_Design||Female||1.6094||0||2.5649||1.7918||2.0794||0.6931||1.3863||1.0986||4.4998||4.8203
|-
|4||Studio_Art:_3-D_Design||Female||2.0794||0.6931||2.9444||2.6391||2.3026||2.3979||2.5649||0||4.804||5.2575
|-
|3||Studio_Art:_3-D_Design||Female||3.1355||2.0794||3.9703||3.2958||3.091||3.5835||3.6889||1.3863||6.0186||6.4232
|-
|2||Studio_Art:_3-D_Design||Female||2.7726||1.6094||3.6109||3.3322||3.091||3.091||3.2958||1.6094||5.649||6.0822
|-
|1||Studio_Art:_3-D_Design||Female||0||0.6931||2.3026||2.8904||1.7918||1.3863||2.0794||0||4.1271||4.6444
|-
|5||Studio_Art:_Drawing||Female||3.7136||1.6094||5.553||3.3322||3.1781||3.6636||3.912||1.6094||6.6107||7.0775
|-
|4||Studio_Art:_Drawing||Female||4.0431||1.9459||5.5683||3.9512||3.8918||4.2195||4.3944||2.8904||7.0707||7.4748
|-
|3||Studio_Art:_Drawing||Female||4.6913||2.6391||6.089||4.6913||4.8122||5.0173||5.2575||2.8332||7.7592||8.1579
|-
|2||Studio_Art:_Drawing||Female||4.5539||2.7726||5.3566||4.9558||4.8598||4.7185||4.804||3.1781||7.3258||7.7677
|-
|1||Studio_Art:_Drawing||Female||2.8904||0.6931||3.2189||4.4427||3.4965||2.8904||3.5835||1.6094||5.4072||6.0799
|-
|5||US_History||Female||6.2005||3.3673||8.0057||5.8111||5.4723||6.6187||6.0497||4.2195||9.4152||9.7755
|-
|4||US_History||Female||6.7822||4.6728||8.3603||6.9246||6.5497||7.2399||6.7346||5.1705||10.0666||10.402
|-
|3||US_History||Female||6.9117||5.2627||8.3236||7.5088||7.1952||7.3245||7.2211||5.3982||10.2096||10.5645
|-
|2||US_History||Female||7.1989||5.7746||8.4686||8.1676||7.9523||7.5077||7.7389||5.9349||10.3692||10.8024
|-
|1||US_History||Female||7.1389||5.8348||8.1831||8.813||8.5405||7.3512||8.318||6.2748||9.8586||10.6531
|-
|5||World_History||Female||4.7791||2.3979||6.7604||4.9488||4.1109||5.4681||4.852||2.9957||8.1182||8.5025
|-
|4||World_History||Female||5.204||3.6109||7.157||5.8406||5.2204||5.9322||5.6768||3.7377||8.6043||9.0105
|-
|3||World_History||Female||5.8377||4.0775||7.6192||6.7105||6.2265||6.4003||6.5497||4.7095||9.0604||9.5308
|-
|2||World_History||Female||5.9636||4.4427||7.511||7.0909||6.8575||6.525||6.8742||4.9416||9.0203||9.5822
|-
|1||World_History||Female||6.1377||4.3944||7.1436||7.8376||7.5256||6.3081||7.4905||5.3423||8.6406||9.5748
|}</center>

===2007 AP Exam Scores (Percentage of Students)===
The table below contains the numbers of students and their relative proportion (percent).

<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| colspan=2| || colspan=5| '''Examination Grade''' || colspan=4| '''Summary Statistics'''
|-
| '''Disciplines''' || '''Sample Size''' || '''5''' || '''4''' || '''3''' || '''2''' || '''1''' || '''Number of Students''' || '''3 or Higher / %''' || '''Mean Grade''' || '''Standard Deviation'''
|-
| '''Art History''' || N || 2286 || 4243 || 5006 || 3550 || 3751 || 18836 || 11535 || 2.88 || 1.3
|-
| || % At || 12.13633468 || 22.52601402 || 26.57676789 || 18.84688894 || 19.91399448 || || 61.23911659 || ||
|-
| '''Biology''' || N || 27996 || 29338 || 30749 || 33664 || 23049 || 144796 || 88083 || 3.04 || 1.36
|-
| || % At || 19.33478825 || 20.26160944 || 21.23608387 || 23.24926103 || 15.91825741 || || 60.83248156 || ||
|-
| '''Calculus AB''' || N || 44409 || 39682 || 40448 || 32704 || 54450 || 211693 || 124539 || 2.94 || 1.49
|-
| || % At || 20.97802006 || 18.74506951 || 19.10691426 || 15.44878669 || 25.72120949 || || 58.83000383 || ||
|-
| '''Calculus BC''' || N || 27949 || 11489 || 12095 || 4090 || 8688 || 64311 || 51533 || 3.71 || 1.42
|-
| || % At || 43.4591283 || 17.86475098 || 18.80704701 || 6.359720732 || 13.50935299 || || 80.13092628 || ||
|-
| '''Calculus AB Subscores''' || N || 32268 || 14168 || 8915 || 4222 || 4738 || 64311 || 55351 || 4.01 || 1.25
|-
| || % At || 50.17493119 || 22.0304458 || 13.86232526 || 6.564973333 || 7.367324408 || || 86.06770226 || ||
|-
| '''Chemistry''' || N || 14820 || 17462 || 22321 || 17928 || 24605 || 97136 || 54603 || 2.79 || 1.39
|-
| || % At || 15.25695931 || 17.97685719 || 22.97912206 || 18.45659694 || 25.3304645 || || 56.21293856 || ||
|-
| '''Chinese Language''' (Total Group) || N || 2643 || 386 || 146 || 36 || 50 || 3261 || 3175 || 4.7 || 0.74
|-
| || % At || 81.04875805 || 11.83685986 || 4.477154247 || 1.103955842 || 1.533272002 || || 97.36277216 || ||
|-
| '''Chinese Language''' (Standard Group)** || N || 177 || 71 || 60 || 24 || 31 || 363 || 308 || 3.93 || 1.3
|-
| || % At || 48.76033058 || 19.55922865 || 16.52892562 || 6.611570248 || 8.539944904 || || 84.84848485 || ||
|-
| '''Computer Science''' A || N || 2902 || 3434 || 2178 || 1433 || 5102 || 15049 || 8514 || 2.84 || 1.56
|-
| || % At || 19.28367333 || 22.81879195 || 14.47272244 || 9.522227391 || 33.90258489 || || 56.57518772 || ||
|-
| '''Computer Science''' AB || N || 1682 || 997 || 926 || 473 || 986 || 5064 || 3605 || 3.38 || 1.5
|-
| || % At || 33.21484992 || 19.68799368 || 18.28593997 || 9.340442338 || 19.47077409 || || 71.18878357 || ||
|-
| '''Economics - Macro''' || N || 8462 || 14693 || 9881 || 10311 || 16769 || 60116 || 33036 || 2.8 || 1.43
|-
| || % At || 14.0761195 || 24.44108058 || 16.43655599 || 17.15183978 || 27.89440415 || || 54.95375607 || ||
|-
| '''Economics - Micro''' || N || 6080 || 10300 || 7766 || 5459 || 7778 || 37383 || 24146 || 3.04 || 1.38
|-
| || % At || 16.26407725 || 27.55263087 || 20.77414868 || 14.60289436 || 20.80624883 || || 64.59085681 || ||
|-
| '''English Language''' || N || 25840 || 51720 || 88529 || 85517 || 30624 || 282230 || 166089 || 2.85 || 1.12
|-
| || % At || 9.155653191 || 18.32547922 || 31.36767884 || 30.30046416 || 10.85072459 || || 58.84881125 || ||
|-
| '''English Literature''' || N || 20829 || 62283 || 99267 || 90050 || 26049 || 298478 || 182379 || 2.87 || 1.06
|-
| || % At || 6.978403768 || 20.86686456 || 33.25772754 || 30.16972775 || 8.727276382 || || 61.10299587 || ||
|-
| '''Environmental Science''' || N || 5670 || 12092 || 9383 || 9183 || 16088 || 52416 || 27145 || 2.66 || 1.4
|-
| || % At || 10.81730769 || 23.06929182 || 17.90102259 || 17.51945971 || 30.69291819 || || 51.7876221 || ||
|-
| '''European History''' || N || 10800 || 18314 || 34823 || 10910 || 22195 || 97042 || 63937 || 2.84 || 1.28
|-
| || % At || 11.12920179 || 18.87224089 || 35.8844624 || 11.24255477 || 22.87154016 || || 65.88590507 || ||
|-
| '''French Language''' (Total Group)** || N || 2743 || 3655 || 6643 || 4361 || 4307 || 21709 || 13041 || 2.82 || 1.28
|-
| || % At || 12.63531254 || 16.83633516 || 30.60021189 || 20.08844258 || 19.83969782 || || 60.0718596 || ||
|-
| '''French Language''' (Standard Group)** || N || 1244 || 2510 || 5331 || 3816 || 3928 || 16829 || 9085 || 2.6 || 1.2
|-
| || % At || 7.392001901 || 14.91473052 || 31.67746152 || 22.6751441 || 23.34066195 || || 53.98419395 || ||
|-
| '''French Literature''' || N || 501 || 487 || 480 || 337 || 263 || 2068 || 1468 || 3.3 || 1.34
|-
| || % At || 24.22630561 || 23.54932302 || 23.21083172 || 16.2959381 || 12.71760155 || || 70.98646035 || ||
|-
| '''German Language''' (Total Group)** || N || 1316 || 1160 || 1158 || 1043 || 720 || 5397 || 3634 || 3.24 || 1.36
|-
| || % At || 24.38391699 || 21.49342227 || 21.45636465 || 19.32555123 || 13.34074486 || || 67.33370391 || ||
|-
| '''German Language''' (Standard Group)** || N || 342 || 760 || 938 || 885 || 635 || 3560 || 2040 || 2.8 || 1.23
|-
| || % At || 9.606741573 || 21.34831461 || 26.34831461 || 24.85955056 || 17.83707865 || || 57.30337079 || ||
|-
| '''Government & Politics Comparative''' || N || 2188 || 2635 || 3000 || 3039 || 2496 || 13358 || 7823 || 2.92 || 1.35
|-
| || % At || 16.37969756 || 19.72600689 || 22.45845186 || 22.75041174 || 18.68543195 || || 58.56415631 || ||
|-
| '''Government & Politics United States''' || N || 9705 || 30488 || 43245 || 51620 || 25920 || 160978 || 83438 || 2.67 || 1.13
|-
| || % At || 6.028774118 || 18.93923393 || 26.86391929 || 32.06649356 || 16.1015791 || || 51.83192734 || ||
|-
| '''Human Geography''' || N || 3249 || 5183 || 6320 || 4724 || 9529 || 29005 || 14752 || 2.58 || 1.39
|-
| || % At || 11.20151698 || 17.86933287 || 21.78934666 || 16.2868471 || 32.85295639 || || 50.86019652 || ||
|-
| '''Italian Language''' (Total Group) || N || 252 || 209 || 393 || 329 || 459 || 1642 || 854 || 2.67 || 1.4
|-
| || % At || 15.34713764 || 12.72838002 || 23.93422655 || 20.0365408 || 27.95371498 || || 52.00974421 || ||
|-
| '''Italian Language''' (Standard Group)** || N || 85 || 138 || 311 || 292 || 433 || 1259 || 534 || 2.32 || 1.24
|-
| || % At || 6.751389992 || 10.96108022 || 24.70214456 || 23.19301033 || 34.3923749 || || 42.41461477 || ||
|-
| '''Japanese Language''' (Total Group)** || N || 724 || 154 || 314 || 152 || 323 || 1667 || 1192 || 3.48 || 1.57
|-
| || % At || 43.43131374 || 9.23815237 || 18.83623275 || 9.118176365 || 19.37612478 || || 71.50569886 || ||
|-
| '''Japanese Language''' (Standard Group)** || N || 102 || 66 || 182 || 99 || 218 || 667 || 350 || 2.6 || 1.42
|-
| || % At || 15.29235382 || 9.895052474 || 27.28635682 || 14.84257871 || 32.68365817 || || 52.47376312 || ||
|-
| '''Latin Literature''' || N || 508 || 549 || 962 || 612 || 1140 || 3771 || 2019 || 2.65 || 1.39
|-
| || % At || 13.47122779 || 14.55847255 || 25.51047468 || 16.22911695 || 30.23070804 || || 53.54017502 || ||
|-
| '''Latin Vergil''' || N || 937 || 911 || 1229 || 931 || 921 || 4929 || 3077 || 3 || 1.37
|-
| || % At || 19.00994116 || 18.4824508 || 24.9340637 || 18.88821262 || 18.68533171 || || 62.42645567 || ||
|-
| '''Music Theory''' || N || 2210 || 2263 || 3400 || 3517 || 1804 || 13194 || 7873 || 2.97 || 1.29
|-
| || % At || 16.7500379 || 17.15173564 || 25.76928907 || 26.65605578 || 13.67288161 || || 59.6710626 || ||
|-
| '''Music Theory''' Aural Subscore || N || 2184 || 2296 || 3219 || 3767 || 1728 || 13194 || 7699 || 2.96 || 1.28
|-
| || % At || 16.55297863 || 17.40184933 || 24.39745339 || 28.55085645 || 13.09686221 || || 58.35228134 || ||
|-
| '''Music Theory''' Nonaural Subscore || N || 2240 || 2305 || 3398 || 3461 || 1790 || 13194 || 7943 || 2.98 || 1.29
|-
| || % At || 16.97741398 || 17.47006215 || 25.75413067 || 26.23162043 || 13.56677278 || || 60.20160679 || ||
|-
| '''Physics B''' || N || 8869 || 9279 || 14931 || 10210 || 11601 || 54890 || 33079 || 2.88 || 1.35
|-
| || % At || 16.15777009 || 16.90471853 || 27.20167608 || 18.60083804 || 21.13499727 || || 60.26416469 || ||
|-
| '''Physics C E&M''' || N || 3787 || 2871 || 1354 || 1890 || 1290 || 11192 || 8012 || 3.53 || 1.4
|-
| || % At || 33.83666905 || 25.65225161 || 12.09792709 || 16.88706219 || 11.52609006 || || 71.58684775 || ||
|-
| '''Physics C Mechanics''' || N || 6877 || 6669 || 5268 || 3699 || 3801 || 26314 || 18814 || 3.35 || 1.38
|-
| || % At || 26.13437714 || 25.34392339 || 20.01976134 || 14.05715589 || 14.44478225 || || 71.49806187 || ||
|-
| '''Psychology''' || N || 21833 || 30430 || 23851 || 15902 || 24112 || 116128 || 76114 || 3.09 || 1.41
|-
| || % At || 18.80080601 || 26.20384403 || 20.53854368 || 13.69351061 || 20.76329567 || || 65.54319372 || ||
|-
| '''Spanish Language''' (Total Group) || N || 20397 || 25383 || 19464 || 17892 || 18063 || 101199 || 65244 || 3.12 || 1.39
|-
| || % At || 20.1553375 || 25.08226366 || 19.23339163 || 17.6800166 || 17.8489906 || || 64.4709928 || ||
|-
| '''Spanish Language''' (Standard Group)** || N || 4299 || 8269 || 8085 || 9230 || 11290 || 41173 || 20653 || 2.64 || 1.34
|-
| || % At || 10.44130862 || 20.0835499 || 19.63665509 || 22.41760377 || 27.42088262 || || 50.16151361 || ||
|-
| '''Spanish Literature''' || N || 1757 || 3464 || 4207 || 2277 || 3616 || 15321 || 9428 || 2.83 || 1.32
|-
| || % At || 11.46791985 || 22.60949024 || 27.45904314 || 14.86195418 || 23.60159259 || || 61.53645323 || ||
|-
| '''Statistics''' || N || 11643 || 21076 || 24922 || 16755 || 23637 || 98033 || 57641 || 2.8 || 1.34
|-
| || % At || 11.87661298 || 21.49888303 || 25.42205176 || 17.09118358 || 24.11126865 || || 58.79754776 || ||
|-
| '''Studio Art Drawing''' || N || 1681 || 2470 || 5043 || 3546 || 818 || 13558 || 9194 || 3.05 || 1.09
|-
| || % At || 12.39858386 || 18.21802626 || 37.19575159 || 26.15430004 || 6.03333825 || || 67.81236171 || ||
|-
| '''Studio Art 2-D Design''' || N || 1494 || 2861 || 4665 || 3674 || 716 || 13410 || 9020 || 3.06 || 1.07
|-
| || % At || 11.1409396 || 21.33482476 || 34.78747204 || 27.39746458 || 5.339299031 || || 67.26323639 || ||
|-
| '''Studio Art 3-D Design''' || N || 223 || 324 || 935 || 665 || 173 || 2320 || 1482 || 2.9 || 1.05
|-
| || % At || 9.612068966 || 13.96551724 || 40.30172414 || 28.6637931 || 7.456896552 || || 63.87931034 || ||
|-
| '''United States History''' || N || 37110 || 66325 || 74153 || 87268 || 68706 || 333562 || 177588 || 2.75 || 1.29
|-
| || % At || 11.125368 || 19.88385967 || 22.23064977 || 26.16245256 || 20.59767 || || 53.23987744 || ||
|-
| '''World History''' || N || 11461 || 17183 || 26616 || 24773 || 21942 || 101975 || 55260 || 2.72 || 1.28
|}</center>

<hr>
* SOCR Home page: http://www.socr.ucla.edu

{{translate|pageName=http://wiki.stat.ucla.edu/socr/index.php?title=SOCR_Data_Dinov_030708_APExamScores}}

SOCR Data Dinov 030708 APExamScores

2011-10-31T18:38:23Z

TracyTam: /* 2007 USA AP Exam Score Distribution (Log Transformation) */

== [[SOCR_Data |SOCR Data]] - 2007 Advanced Placement (AP) Exam Scores by Discipline==

===Data Description===
* '''Source''': [http://professionals.collegeboard.com/data-reports-research/ap/data-2007 The College Board AP Results for 2007].

* '''Summary''':
[[Image:SOCR_Data_Dinov_APExams_062408_Fig1.png|150px|thumbnail|right| [http://www.hoover.org/publications/ednext/3260116.html AP Exams] ]]

: The goals of collecting this data on AP exam scores by discipline was to gauge the individual success on an AP Exam in 2007. Most students view a grade of 3 or higher as a successful grade (grade range {1 (worst), 2, 3, 4, 5(best)}. Of interest was to evaluate the performance for each grade level, type of school, or geographic location.

: This table reflects 2,533,431 AP Examinations taken by 1,464,254 students from 16,464 secondary schools.

: Standard students generally receive most of their foreign language training in U.S. schools. They did not indicate on their answer sheet that they regularly speak or hear the foreign language of the examination, or that they have lived for one month or more in a country where the language is spoken.

===2007 AP Exam Scores (Genders and Grace Levels)===
The table below contains the raw numbers of students taking different AP exams, their scores and grade levels and genders.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || colspan="5" |Examination Grade||colspan="4"|Summary Statistics||colspan="7"|Grade Level||colspan="2"|Gender
|-
|5||4||3||2||1||Number of Students||3 or Higher%||Mean Grade||Standard Deviation||9th Grade||10th Grade||11th Grade||12th Grade||Not HS||<9th Grade||Other||Male||Female
|-
| Biology||27996||29338||30749||33664||23049||144796||88083||3.04||1.36||1368||13311||54119||70493||85||24||5396||60597||84199
|-
| Calculus AB||44409||39682||40448||32704||54450||211693||124539||2.94||1.49||190||2655||38717||162361||484||30||7256||109095||102598
|-
| Calculus AB Subscores||32268||14168||8915||4222||4738||64311||55351||4.01||1.25||.||.||.||.||.||.||.||.||.
|-
| Calculus BC||27949||11489||12095||4090||8688||64311||51533||3.71||1.42||121||1255||14142||46713||134||15||1931||38028||26283
|-
| Chemistry||14820||17462||22321||17928||24605||97136||54603||2.79||1.39||50||5550||50226||37751||220||5||3334||51743||45393
|-
| Chinese Language (Standard Group)**||177||71||60||24||31||363||308||3.93||1.30||.||.||.||.||.||.||.||.||.
|-
| Chinese Language (Total Group)**||2643||386||146||36||50||3261||3175||4.70||0.74||80||367||1193||1453||5||7||156||1482||1779
|-
| Computer Science A||2902||3434||2178||1433||5102||15049||8514||2.84||1.56||215||2508||5539||6274||13||3||497||12282||2767
|-
| Computer Science AB||1682||997||926||473||986||5064||3605||3.38||1.50||43||599||2024||2246||13||5||134||4461||603
|-
| Economics - Macro||8462||14693||9881||10311||16769||60116||33036||2.80||1.43||109||876||6684||49818||245||2||2382||32931||27185
|-
| Economics - Micro||6080||10300||7766||5459||7778||37383||24146||3.04||1.38||24||1109||5589||29006||228||2||1425||21438||15945
|-
| English Language||25840||51720||88529||85517||30624||282230||166089||2.85||1.12||90||4346||229191||37769||64||3||10767||104425||177805
|-
| English Literature||20829||62283||99267||90050||26049||298478||182379||2.87||1.06||20||651||23745||262341||151||4||11566||108109||190369
|-
| Environmental Science||5670||12092||9383||9183||16088||52416||27145||2.66||1.40||728||2068||17448||29665||45||0||2462||23129||29287
|-
| European History||10800||18314||34823||10910||22195||97042||63937||2.84||1.28||419||48885||15659||28580||36||1||3462||45075||51967
|-
| French Language (Standard Group)**||1244||2510||5331||3816||3928||16829||9085||2.60||1.20||.||.||.||.||.||.||.||.||.
|-
| French Language (Total Group)**||2743||3655||6643||4361||4307||21709||13041||2.82||1.28||162||1119||5943||13555||13||84||833||6535||15174
|-
| French Literature||501||487||480||337||263||2068||1468||3.30||1.34||10||111||489||1360||2||0||96||594||1474
|-
| German Language (Standard Group)**||342||760||938||885||635||3560||2040||2.80||1.23||.||.||.||.||.||.||.||.||
|-
| German Language (Total Group)**||1316||1160||1158||1043||720||5397||3634||3.24||1.36||80||302||1273||3505||12||39||186||2778||2619
|-
| Government & Politics Comparative||2188||2635||3000||3039||2496||13358||7823||2.92||1.35||8||711||2285||9745||15||0||594||6986||6372
|-
| Government & Politics United States||9705||30488||43245||51620||25920||160978||83438||2.67||1.13||946||8258||16900||128710||55||6||6103||75427||85551
|-
| Human Geography||3249||5183||6320||4724||9529||29005||14752||2.58||1.39||12546||5219||3874||6229||10||2||1125||13182||15823
|-
| Italian Language (Standard Group)**||85||138||311||292||433||1259||534||2.32||1.24||.||.||.||.||.||.||.||.||.
|-
| Italian Language (Total Group)**||252||209||393||329||459||1642||854||2.67||1.40||8||27||263||1267||6||0||71||582||1060
|-
| Japanese Language (Standard Group)**||102||66||182||99||218||667||350||2.60||1.42||.||.||.||.||.||.||.||.||.
|-
| Japanese Language (Total Group)**||724||154||314||152||323||1667||1192||3.48||1.57||31||96||456||1026||3||2||53||773||894
|-
| Latin Literature||508||549||962||612||1140||3771||2019||2.65||1.39||11||156||1564||1920||3||1||116||1766||2005
|-
| Latin Vergil||937||911||1229||931||921||4929||3077||3||1.37||36||313||2112||2299||1||1||167||2578||2351
|-
| Music Theory||2210||2263||3400||3517||1804||13194||7873||2.97||1.29||105||1175||4239||7189||12||15||459||7507||5687
|-
| Music Theory Aural Subscore||2184||2296||3219||3767||1728||13194||7699||2.96||1.28||.||.||.||.||.||.||.||.||.
|-
| Music Theory Nonaural Subscore||2240||2305||3398||3461||1790||13194||7943||2.98||1.29||.||.||.||.||.||.||.||.||.
|-
| Physics B||8869||9279||14931||10210||11601||54890||33079||2.88||1.35||103||1144||19411||32138||77||24||1993||35711||19179
|-
| Physics C E&M||3787||2871||1354||1890||1290||11192||8012||3.53||1.40||5||132||1275||9370||83||5||322||8678||2514
|-
| Physics C Mechanics||6877||6669||5268||3699||3801||26314||18814||3.35||1.38||8||218||3498||21651||99||9||831||19291||7023
|-
| Psychology||21833||30430||23851||15902||24112||116128||76114||3.09||1.41||123||3329||37075||70456||88||5||5052||40920||75208
|-
| Spanish Language (Standard Group)**||4299||8269||8085||9230||11290||41173||20653||2.64||1.34||.||.||.||.||.||.||.||.||.
|-
| Spanish Language (Total Group)**||20397||25383||19464||17892||18063||101199||65244||3.12||1.39||2677||11677||35429||43772||133||2864||4647||36166||65033
|-
| Spanish Literature||1757||3464||4207||2277||3616||15321||9428||2.83||1.32||129||1114||4541||8598||7||0||932||5100||10221
|-
| Statistics||11643||21076||24922||16755||23637||98033||57641||2.80||1.34||117||3964||18782||71348||193||10||3619||48854||49179
|-
| Studio Art 2-D Design||1494||2861||4665||3674||716||13410||9020||3.06||1.07||16||212||2314||10169||22||1||676||3895||9515
|-
| Studio Art 3-D Design||223||324||935||665||173||2320||1482||2.90||1.05||5||41||300||1822||5||0||147||823||1497
|-
| Studio Art Drawing||1681||2470||5043||3546||818||13558||9194||3.05||1.09||8||316||2506||10012||22||0||694||3964||9594
|-
| United States History||37110||66325||74153||87268||68706||333562||177588||2.75||1.29||354||27033||277343||17332||40||10||11450||151569||181993
|-
| World History||11461||17183||26616||24773||21942||101975||55260||2.72||1.28||4685||78011||10172||5561||19||4||3523||45716||56259
|}</center>

===2007 USA AP Exam Score Distribution===
The table below contains the numbers and scores of US students taking different AP exams.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || rowspan="2"|Examination Grade||colspan="2"|Gender||colspan="9"|Ethnic Group||rowspan="2"|Total
|-
|Male||Female||Not Stated||American Indian||Asian||Black||Mexican American||Other||Other Hispanic||Puerto Rican||White
|-
| rowspan="7"|Art History||5||730||1469||86||8||352||28||45||122||64||8||1486||2199
|-
| 4||1377||2763||160||14||670||74||138||223||213||18||2630||4140
|-
| 3||1614||3288||190||25||711||141||211||242||348||37||2997||4902
|-
| 2||1141||2332||124||16||511||145||223||163||291||35||1965||3473
|-
| 1||1296||2403||162||22||499||279||347||152||461||41||1736||3699
|-
| Total||6158||12255||722||85||2743||667||964||902||1377||139||10814||18413
|-
| Mean||2.85||2.88||2.84||2.65||2.95||2.14||2.29||3.00||2.37||2.40||3.02||2.87
|-
| rowspan="7"|Biology||5||13617||13318||731||51||7032||398||317||1150||560||96||16600||26935
|-
| 4||13026||15463||771||100||5569||808||526||1223||726||132||18634||28489
|-
| 3||12717||17312||833||140||4954||1143||824||1177||988||182||19788||30029
|-
| 2||12309||20768||997||193||4740||2089||1555||1303||1481||272||20447||33077
|-
| 1||7354||15437||737||152||2920||3585||2174||893||1965||283||10082||22791
|-
| Total||59023||82298||4069||636||25215||8023||5396||5746||5720||965||85551||141321
|-
| Mean||3.22||2.88||2.94||2.54||3.36||2.05||2.12||3.08||2.38||2.47||3.13||3.03
|-
| rowspan="7"|Calculus AB||5||25366||16543||962||84||8008||512||617||1202||901||115||29508||41909
|-
| 4||20395||17916||897||110||6279||853||798||1178||947||135||27114||38311
|-
| 3||19533||19635||983||154||6015||1213||1298||1191||1216||180||26918||39168
|-
| 2||15484||16379||749||143||4744||1417||1445||1007||1231||172||20955||31863
|-
| 1||24230||29065||1438||332||6876||5334||4557||1563||3312||405||29478||53295
|-
| Total||105008||99538||5029||823||31922||9329||8715||6141||7607||1007||133973||204546
|-
| Mean||3.07||2.76||2.84||2.36||3.12||1.91||2.02||2.91||2.33||2.39||3.05||2.92
|-
| rowspan="7"|Calculus BC||5||17507||9396||654||53||8045||247||296||918||462||80||16148||26903
|-
| 4||6460||4771||268||25||2876||219||180||415||272||38||6938||11231
|-
| 3||6450||5410||276||25||2939||306||333||384||337||42||7218||11860
|-
| 2||2091||1944||104||18||965||138||146||138||128||17||2381||4035
|-
| 1||4382||4203||223||33||1969||494||442||323||393||30||4678||8585
|-
| Total||36890||25724||1525||154||16794||1404||1397||2178||1592||207||37363||62614
|-
| Mean||3.83||3.51||3.67||3.31||3.84||2.71||2.82||3.67||3.18||3.58||3.74||3.70
|-
| rowspan="7"|Chemistry||5||9090||4631||348||25||4372||153||104||486||204||35||7994||13721
|-
| 4||9620||6935||446||38||4151||316||207||572||322||53||10450||16555
|-
| 3||11583||9871||542||85||4371||569||432||823||552||97||13983||21454
|-
| 2||8607||8788||424||76||3034||689||499||599||559||99||11416||17395
|-
| 1||10549||13633||653||144||3535||2475||1701||945||1450||205||13074||24182
|-
| Total||49449||43858||2413||368||19463||4202||2943||3425||3087||489||56917||93307
|-
| Mean||2.96||2.55||2.76||2.25||3.14||1.81||1.82||2.72||2.12||2.21||2.80||2.77
|-
| rowspan="7"|Chinese Lang & Cultures||5||854||1118||77||.||1857||.||.||20||.||.||16||1972
|-
| 4||145||158||8||.||264||.||.||7||.||.||23||303
|-
| 3||65||48||11||.||76||3||.||3||.||.||19||113
|-
| 2||14||16||1||.||14||.||.||3||.||.||10||30
|-
| 1||17||25||.||.||18||2||.||1||.||.||16||42
|-
| Total||1095||1365||97||4||2229||5||4||34||3||.||84||2460
|-
| Mean||4.65||4.71||4.66||.||4.76||2.20||.||4.24||.||.||3.15||4.68
|-
| rowspan="7"|Computer Science A||5||2386||396||51||6||717||25||25||102||51||12||1793||2782
|-
| 4||2810||491||81||8||782||56||60||124||91||14||2085||3301
|-
| 3||1726||375||48||12||485||46||51||73||61||12||1313||2101
|-
| 2||1119||261||25||6||296||41||43||59||50||11||849||1380
|-
| 1||3823||1142||144||22||1039||472||250||216||312||34||2476||4965
|-
| Total||11864||2665||349||54||3319||640||429||574||565||83||8516||14529
|-
| Mean||2.90||2.53||2.63||2.44||2.95||1.63||1.99||2.72||2.15||2.51||2.98||2.83
|-
| rowspan="7"|Computer Science AB||5||1433||179||33||2||444||15||12||63||18||6||1019||1612
|-
| 4||831||129||10||2||247||10||17||31||14||3||626||960
|-
| 3||787||105||29||1||248||13||11||43||21||2||524||892
|-
| 2||401||53||18||2||128||10||3||16||14||2||261||454
|-
| 1||820||125||27||6||224||29||32||38||32||4||553||945
|-
| Total||4272||591||117||13||1291||77||75||191||99||17||2983||4863
|-
| Mean||3.39||3.31||3.03||2.38||3.43||2.64||2.65||3.34||2.72||3.29||3.43||3.38
|-
| rowspan="7"|Economics Macro||5||5037||2469||189||14||1819||68||111||278||189||20||4818||7506
|-
| 4||8373||5251||374||36||2698||279||303||495||505||47||8887||13624
|-
| 3||5234||4058||241||32||1644||313||360||341||409||44||5908||9292
|-
| 2||5146||4718||301||34||1617||402||542||364||529||75||6000||9864
|-
| 1||7212||9203||502||83||2015||1687||1746||586||1805||178||7813||16415
|-
| Total||31002||25699||1607||199||9793||2749||3062||2064||3437||364||33426||56701
|-
| Mean||2.96||2.50||2.66||2.32||3.07||1.78||1.85||2.77||2.05||2.05||2.91||2.75
|-
| rowspan="7"|Economics Micro||5||3697||1401||152||9||1261||44||49||193||78||10||3302||5098
|-
| 4||5791||3369||260||20||1871||177||175||340||249||32||6036||9160
|-
| 3||4012||3090||209||20||1242||226||209||264||249||47||4636||7102
|-
| 2||2654||2457||157||18||788||238||234||182||189||32||3273||5111
|-
| 1||3360||4115||247||26||950||960||635||266||619||132||3640||7475
|-
| Total||19514||14432||1025||93||6112||1645||1302||1245||1384||253||20887||33946
|-
| Mean||3.20||2.69||2.92||2.66||3.28||1.85||2.05||3.01||2.26||2.04||3.10||2.98
|-
| rowspan="7"|English Lang & Composition||5||10163||15274||704||62||3680||402||333||1100||609||92||18455||25437
|-
| 4||19690||31194||1382||209||6156||1281||1189||2043||1592||231||36801||50884
|-
| 3||31986||55167||2391||476||9374||3941||3697||3206||3726||566||59776||87153
|-
| 2||29442||54801||2560||663||8342||7901||7949||3130||6296||804||46598||84243
|-
| 1||11540||18709||1035||300||2122||6162||4937||989||3997||342||10365||30249
|-
| Total||102821||175145||8072||1710||29674||19687||18105||10468||16220||2035||171995||277966
|-
| Mean||2.88||2.83||2.77||2.46||3.03||2.08||2.12||2.92||2.29||2.47||3.04||2.85
|-
| rowspan="7"|English Lit & Composition||5||6482||13815||645||39||2628||264||237||871||365||72||15176||20297
|-
| 4||21394||39453||1737||213||6731||1413||1054||2151||1495||252||45801||60847
|-
| 3||35632||61469||2744||470||9489||4196||3090||3162||3487||644||69819||97101
|-
| 2||32099||56235||2574||651||8637||9177||6305||3068||5555||934||51433||88334
|-
| 1||10314||15424||855||254||2138||6879||3148||857||2974||357||8276||25738
|-
| Total||105921||186396||8555||1627||29623||21929||13834||10109||13876||2259||190505||292317
|-
| Mean||2.83||2.89||2.85||2.47||2.97||2.04||2.20||2.91||2.33||2.45||3.04||2.87
|-
| rowspan="7"|Environmental Science||5||3313||2270||177||10||824||53||69||205||123||21||4101||5583
|-
| 4||6146||5798||365||36||1420||246||244||460||401||61||8711||11944
|-
| 3||4264||5029||285||35||1054||314||244||369||358||53||6581||9293
|-
| 2||3682||5421||300||50||973||416||323||336||479||61||6165||9103
|-
| 1||5464||10511||560||94||1593||1951||1072||644||1520||181||8360||15975
|-
| Total||22869||29029||1687||225||5864||2980||1952||2014||2881||377||33918||51898
|-
| Mean||2.92||2.45||2.58||2.19||2.81||1.67||1.93||2.63||2.00||2.15||2.82||2.65
|-
| rowspan="7"|European History||5||5633||4933||301||19||1662||109||120||425||262||29||7639||10566
|-
| 4||9106||8811||527||61||2481||304||275||753||508||78||12930||17917
|-
| 3||16137||18077||986||139||4169||939||881||1393||1098||181||24428||34214
|-
| 2||4661||6079||324||56||1271||438||408||401||455||74||7313||10740
|-
| 1||8737||13161||730||116||2377||1761||1557||927||1364||227||12839||21898
|-
| Total||44274||51061||2868||391||11960||3551||3241||3899||3687||589||65149||95335
|-
| Mean||2.96||2.73||2.77||2.52||2.98||2.03||2.07||2.83||2.42||2.33||2.93||2.84
|-
| rowspan="7"|French Language||5||701||1450||91||1||201||144||23||170||87||6||1428||2151
|-
| 4||884||2221||114||4||374||182||58||220||111||10||2032||3105
|-
| 3||1810||4237||193||10||783||302||180||298||273||7||4001||6047
|-
| 2||1161||2981||163||12||498||204||181||180||191||7||2706||4142
|-
| 1||1286||2924||134||12||466||300||329||188||308||25||2448||4210
|-
| Total||5842||13813||695||39||2322||1132||771||1056||970||55||12615||19655
|-
| Mean||2.75||2.73||2.81||2.23||2.72||2.70||2.05||3.00||2.46||2.36||2.78||2.74
|-
| rowspan="7"|French Literature||5||118||314||28||.||44||13||6||28||14||2||297||432
|-
| 4||114||319||16||.||53||23||4||24||11||2||300||433
|-
| 3||121||322||24||.||50||27||5||25||17||||294||443
|-
| 2||101||217||14||.||38||17||10||20||13||1||205||318
|-
| 1||85||166||7||.||24||17||3||12||20||1||167||251
|-
| Total||539||1338||89||1||209||97||28||109||75||6||1263||1877
|-
| Mean||3.15||3.30||3.49||.||3.26||2.98||3.00||3.33||2.81||3.50||3.28||3.25
|-
| rowspan="7"|German Language||5||464||510||39||2||48||18||1||44||13||1||808||974
|-
| 4||533||530||25||4||72||14||10||46||20||1||871||1063
|-
| 3||600||516||29||3||67||15||9||37||24||3||929||1116
|-
| 2||530||499||30||3||62||11||16||39||19||6||843||1029
|-
| 1||415||298||20||7||44||30||24||24||30||5||529||713
|-
| Total||2542||2353||143||19||293||88||60||190||106||16||3980||4895
|-
| Mean||3.04||3.19||3.23||2.53||3.06||2.76||2.13||3.25||2.69||2.19||3.15||3.11
|-
| rowspan="7"|Government Politics Comp||5||1256||784||60||2||281||28||29||78||62||8||1492||2040
|-
| 4||1461||1057||92||11||340||47||50||106||77||11||1784||2518
|-
| 3||1488||1390||104||17||344||90||61||134||103||23||2002||2878
|-
| 2||1481||1456||85||10||322||156||81||148||127||17||1991||2937
|-
| 1||1072||1382||106||22||262||262||134||114||147||24||1383||2454
|-
| Total||6758||6069||447||62||1549||583||355||580||516||83||8652||12827
|-
| Mean||3.05||2.74||2.81||2.37||3.04||2.01||2.32||2.80||2.57||2.54||3.00||2.90
|-
| rowspan="7"|Government Politics US||5||5392||4272||267||18||1341||127||138||359||186||25||7203||9664
|-
| 4||16375||13992||829||100||3901||580||624||1113||825||131||22264||30367
|-
| 3||21584||21509||1101||179||5304||1464||1385||1518||1544||242||30356||43093
|-
| 2||22468||28942||1483||279||6275||3227||3145||1925||2815||401||31860||51410
|-
| 1||9325||16487||757||160||2885||4032||3439||972||3194||304||10069||25812
|-
| Total||75144||85202||4437||736||19706||9430||8731||5887||8564||1103||101752||160346
|-
| Mean||2.81||2.54||2.63||2.37||2.72||1.89||1.96||2.65||2.07||2.25||2.85||2.67
|-
| rowspan="7"|Human Geography||5||1765||1310||72||10||446||69||44||122||96||17||2199||3075
|-
| 4||2538||2491||145||16||639||184||89||187||228||22||3519||5029
|-
| 3||2929||3260||169||21||676||323||170||252||411||63||4104||6189
|-
| 2||2019||2627||140||24||448||386||210||176||350||60||2852||4646
|-
| 1||3614||5834||329||44||710||1843||645||385||949||196||4347||9448
|-
| Total||12865||15522||855||115||2919||2805||1158||1122||2034||358||17021||28387
|-
| Mean||2.75||2.41||2.40||2.34||2.88||1.66||1.86||2.54||2.10||1.89||2.79||2.56
|-
| rowspan="7"|Italian Language||5||73||122||6||.||5||2||4||11||32||2||131||195
|-
| 4||61||127||8||.||2||2||9||8||41||1||117||188
|-
| 3||127||258||11||.||23||3||13||13||63||7||252||385
|-
| 2||114||214||12||.||16||5||7||12||41||5||230||328
|-
| 1||172||287||19||.||18||9||11||14||27||9||352||459
|-
| Total||547||1008||56||2||64||21||44||58||204||24||1082||1555
|-
| Mean||2.54||2.59||2.46||.||2.38||2.19||2.73||2.83||3.05||2.25||2.49||2.57
|-
| rowspan="7"|Japanese Lang & Culture||5||210||226||18||.||351||1||||30||1||.||34||436
|-
| 4||63||66||6||.||79||1||1||5||2||.||34||129
|-
| 3||131||171||15||.||172||9||4||13||4||.||85||302
|-
| 2||68||79||4||.||67||7||1||13||1||.||54||147
|-
| 1||163||151||13||.||116||9||7||18||12||.||136||314
|-
| Total||635||693||56||1||785||27||13||79||20||4||343||1328
|-
| Mean||3.14||3.20||3.21||.||3.61||2.19||1.92||3.20||1.95||.||2.35||3.17
|-
| rowspan="7"|Latin Literature||5||239||265||18||1||92||10||3||22||7||2||349||504
|-
| 4||243||302||18||||83||17||3||27||3||1||393||545
|-
| 3||450||503||31||2||117||27||12||41||10||1||712||953
|-
| 2||276||332||23||3||60||21||11||22||7||.||461||608
|-
| 1||553||585||35||7||134||42||17||46||41||5||811||1138
|-
| Total||1761||1987||125||13||486||117||46||158||68||9||2726||3748
|-
| Mean||2.62||2.66||2.69||1.85||2.87||2.42||2.22||2.73||1.94||2.44||2.64||2.64
|-
| rowspan="7"|Latin Vergil||5||489||436||32||.||136||16||6||48||11||1||675||925
|-
| 4||512||393||36||4||109||15||6||42||12||4||677||905
|-
| 3||646||582||34||6||137||28||12||49||21||5||936||1228
|-
| 2||475||453||26||5||77||28||16||34||23||3||716||928
|-
| 1||449||471||40||8||66||32||26||28||22||1||697||920
|-
| Total||2571||2335||168||23||525||119||66||201||89||14||3701||4906
|-
| Mean||3.05||2.94||2.96||2.26||3.33||2.62||2.24||3.24||2.63||3.07||2.98||3.00
|-
| rowspan="7"|Music Theory||5||1359||779||73||5||334||32||21||57||38||8||1570||2138
|-
| 4||1277||946||72||10||299||52||35||64||40||12||1639||2223
|-
| 3||1880||1482||86||20||380||102||67||104||126||32||2445||3362
|-
| 2||1886||1596||119||18||362||224||109||127||153||41||2329||3482
|-
| 1||1011||777||64||15||146||249||82||62||165||30||975||1788
|-
| Total||7413||5580||414||68||1521||659||314||414||522||123||8958||12993
|-
| Mean||3.01||2.88||2.93||2.59||3.21||2.08||2.38||2.82||2.30||2.41||3.06||2.96
|-
| rowspan="7"|Physics B||5||6142||1856||203||20||2031||54||69||288||137||28||5168||7998
|-
| 4||6279||2507||235||27||1750||133||128||276||194||35||6008||8786
|-
| 3||9545||4884||406||42||2664||310||364||510||396||60||9677||14429
|-
| 2||6085||3896||257||43||1755||414||384||315||403||63||6347||9981
|-
| 1||6148||5293||340||74||1810||1137||1112||431||882||89||5566||11441
|-
| Total||34199||18436||1441||206||10010||2048||2057||1820||2012||275||32766||52635
|-
| Mean||3.01||2.55||2.79||2.40||3.04||1.81||1.86||2.82||2.16||2.45||2.97||2.85
|-
| rowspan="7"|Physics C Elec & Magnet||5||2971||616||97||7||1107||28||23||120||59||5||2141||3587
|-
| 4||2143||622||70||13||755||40||31||101||59||9||1687||2765
|-
| 3||987||332||28||3||351||32||29||37||22||6||811||1319
|-
| 2||1339||503||61||5||425||47||34||56||48||8||1158||1842
|-
| 1||918||357||39||3||306||40||40||47||64||5||731||1275
|-
| Total||8358||2430||295||31||2944||187||157||361||252||33||6528||10788
|-
| Mean||3.59||3.26||3.42||3.52||3.66||2.83||2.76||3.53||3.00||3.03||3.51||3.51
|-
| rowspan="7"|Physics C Mechanics||5||5252||1252||166||16||1894||45||52||207||107||18||3999||6504
|-
| 4||4847||1634||188||12||1490||74||76||218||138||26||4259||6481
|-
| 3||3789||1381||137||26||1034||106||102||157||134||19||3455||5170
|-
| 2||2478||1163||93||24||703||119||97||108||144||23||2330||3641
|-
| 1||2328||1430||109||20||771||270||230||136||226||25||1971||3758
|-
| Total||18694||6860||693||98||5892||614||557||826||749||111||16014||25554
|-
| Mean||3.44||3.02||3.30||2.80||3.51||2.19||2.32||3.31||2.67||2.90||3.37||3.33
|-
| rowspan="7"|Psychology||5||7439||13750||589||59||3260||384||233||783||575||101||15205||21189
|-
| 4||10963||18770||844||125||3776||1064||545||1127||1110||184||20958||29733
|-
| 3||8488||14926||656||117||2645||1212||597||847||1008||183||16149||23414
|-
| 2||5378||10244||466||77||1664||1196||548||568||839||138||10126||15622
|-
| 1||7682||15958||818||124||2521||3665||1469||945||2098||283||11717||23640
|-
| Total||39950||73648||3373||502||13866||7521||3392||4270||5630||889||74155||113598
|-
| Mean||3.13||3.06||2.98||2.84||3.26||2.11||2.27||3.06||2.51||2.64||3.24||3.08
|-
| rowspan="7"|Spanish Language||5||6585||13170||529||6||809||91||7237||416||6845||356||3466||19755
|-
| 4||8649||16516||790||22||1334||228||8890||543||6575||461||6322||25165
|-
| 3||6886||12473||598||32||1211||314||6239||468||4108||331||6058||19359
|-
| 2||6435||11365||580||43||1327||458||4785||483||3121||303||6700||17800
|-
| 1||7121||10879||642||56||1388||1210||3488||549||2397||274||7996||18000
|-
| Total||35676||64403||3139||159||6069||2301||30639||2459||23046||1725||30542||100079
|-
| Mean||3.03||3.15||2.99||2.24||2.81||1.93||3.38||2.92||3.54||3.19||2.69||3.11
|-
| rowspan="7"|Spanish Literature||5||452||1057||47||1||78||9||413||40||536||17||368||1509
|-
| 4||946||2324||104||1||148||24||1283||65||1024||41||580||3270
|-
| 3||1309||2812||95||1||111||30||1929||69||1355||48||483||4121
|-
| 2||742||1520||57||2||48||17||1114||28||751||32||213||2262
|-
| 1||1415||2173||149||3||49||56||1676||53||1177||84||341||3588
|-
| Total||4864||9886||452||8||434||136||6415||255||4843||222||1985||14750
|-
| Mean||2.65||2.86||2.65||2.38||3.36||2.36||2.63||3.04||2.79||2.44||3.21||2.79
|-
| rowspan="7"|Statistics||5||7099||4232||264||16||2675||92||98||342||152||31||7661||11331
|-
| 4||11470||9124||505||65||3697||335||265||583||445||67||14632||20594
|-
| 3||11984||12499||606||95||3668||645||520||751||697||97||17404||24483
|-
| 2||7526||9005||501||74||2228||748||543||529||640||100||11168||16531
|-
| 1||9864||13479||741||123||3142||2776||1516||833||1518||239||12455||23343
|-
| Total||47943||48339||2617||373||15410||4596||2942||3038||3452||534||63320||96282
|-
| Mean||2.97||2.62||2.64||2.40||3.03||1.74||1.94||2.69||2.15||2.16||2.90||2.79
|-
| rowspan="7"|Studio Art 2-D Design||5||471||959||41||8||172||41||30||57||66||11||1004||1430
|-
| 4||755||2012||110||10||275||95||82||104||149||16||1926||2767
|-
| 3||1267||3258||156||28||390||198||177||164||236||38||3138||4525
|-
| 2||1037||2526||146||32||271||215||164||154||208||37||2336||3563
|-
| 1||261||440||23||4||36||84||63||28||64||16||383||701
|-
| Total||3791||9195||476||82||1144||633||516||507||723||118||8787||12986
|-
| Mean||3.04||3.06||3.00||2.83||3.24||2.67||2.71||3.02||2.92||2.74||3.09||3.05
|-
| rowspan="7"|Studio Art 3-D Design||5||93||123||6||||14||7||9||3||10||2||165||216
|-
| 4||124||191||13||2||27||18||17||11||24||1||202||315
|-
| 3||304||615||37||7||69||34||44||50||58||3||617||919
|-
| 2||223||437||25||6||51||41||41||33||42||6||415||660
|-
| 1||68||103||1||1||18||22||14||10||15||||90||171
|-
| Total||812||1469||82||16||179||122||125||107||149||12||1489||2281
|-
| Mean||2.94||2.86||2.98||2.63||2.82||2.57||2.73||2.66||2.81||2.92||2.96||2.89
|-
| rowspan="7"|Studio Art Drawing||5||424||1184||57||4||312||55||38||57||80||10||995||1608
|-
| 4||614||1762||73||10||350||87||94||84||128||21||1529||2376
|-
| 3||1407||3490||162||22||589||214||220||210||287||37||3156||4897
|-
| 2||1049||2362||144||23||315||257||234||150||201||31||2056||3411
|-
| 1||348||436||36||7||52||157||72||32||69||12||347||784
|-
| Total||3842||9234||472||66||1618||770||658||533||765||111||8083||13076
|-
| Mean||2.93||3.10||2.94||2.71||3.34||2.51||2.68||2.97||2.93||2.87||3.10||3.05
|-
| rowspan="7"|US History||5||19202||17597||1057||80||6010||611||524||1529||871||134||25983||36799
|-
| 4||32938||32925||1773||243||8289||1704||1493||2647||1752||315||47647||65863
|-
| 3||34953||38735||1968||339||7943||2938||2524||2697||2539||393||52347||73688
|-
| 2||37502||49139||2430||545||8607||5536||5110||3099||4078||650||56586||86641
|-
| 1||25869||42321||2118||540||6089||10268||8330||2446||6283||844||31272||68190
|-
| Total||150464||180717||9346||1747||36938||21057||17981||12418||15523||2336||213835||331181
|-
| Mean||2.88||2.64||2.70||2.30||2.99||1.90||1.93||2.82||2.15||2.25||2.91||2.75
|-
| rowspan="7"|World History||5||6296||4926||260||31||1921||244||168||526||299||51||7722||11222
|-
| 4||8766||8188||402||70||2570||591||451||726||577||84||11483||16954
|-
| 3||12593||13777||696||130||3841||1357||1067||1079||1301||215||16684||26370
|-
| 2||10102||14503||690||131||3166||1990||1754||1058||1714||249||13853||24605
|-
| 1||7472||14396||743||128||1951||3754||2939||807||2727||344||8475||21868
|-
| Total||45229||55790||2791||490||13449||7936||6379||4196||6618||943||58217||101019
|-
| Mean||2.92||2.55||2.55||2.48||2.95||1.94||1.93||2.79||2.09||2.20||2.93||2.71
|-
| rowspan="6"|Number of Students at Each Grade Level||9/10||101538||124905||5760||935||30886||14085||17858||9133||15675||1879||130232||226443
|-
| 11||232003||309833||12672||2918||60620||34079||36140||19844||32393||4088||339082||541836
|-
| 12||263655||340942||13422||2986||66847||40389||31527||19353||32595||4974||392504||604597
|-
| <9||1198||1941||45||2||61||16||2041||44||762||5||163||3139
|-
| Not HS||25269||30885||9347||243||4091||4005||3941||1894||3949||496||28188||56154
|-
| Total||623663||808506||41246||7084||162505||92574||91507||50268||85374||11442||890169||1432169
|}
</center>

===2007 USA AP Exam Score Distribution (Log Transformation)===

The table below is an expansion of the 2007 USA AP Exam Score Distribution table above. The style of the table was reformatted and the data was transformed by adding 1 to the numbers and then taking a logarithm of result (<math>log_{10}(data+1)</math>). Also, the missing data present in the previous table have been substituted with zeroes.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| '''Examination_Grade'''||'''Discipline'''||'''Gender'''||'''Not_Stated'''||'''American_Indian'''||'''Asian'''||'''Black'''||'''Mexican_American'''||'''Other'''||'''Other_Hispanic'''||'''Puerto_Rican'''||'''White'''||'''Total'''
|-
|5||Art_History||Male||1.4472||0||2.1206||0.7782||1.301||1.5441||1.4314||0.7782||2.6848||2.8639
|-
|4||Art_History||Male||1.6812||0.7782||2.3909||1.3617||1.7559||1.8808||1.9395||0.8451||2.9222||3.1392
|-
|3||Art_History||Male||1.8633||0.9542||2.4281||1.6021||1.9085||1.9638||2.0755||1||2.9689||3.2082
|-
|2||Art_History||Male||1.5682||0.4771||2.3201||1.7076||1.8921||1.716||2.0569||1.1461||2.7723||3.0577
|-
|1||Art_History||Male||1.8692||0.699||2.3054||1.959||2.1239||1.7324||2.1847||1.2553||2.7597||3.1129
|-
|5||Biology||Male||2.5717||1.415||3.5492||2.2148||2.2923||2.7672||2.4843||1.7324||3.9233||4.1341
|-
|4||Biology||Male||2.5798||1.699||3.4252||2.4914||2.4409||2.7459||2.5729||1.7634||3.9226||4.1148
|-
|3||Biology||Male||2.5587||1.8261||3.3387||2.6138||2.6117||2.6998||2.6355||1.9345||3.9179||4.1044
|-
|2||Biology||Male||2.6117||1.8865||3.2929||2.8215||2.8319||2.6721||2.7649||2.0645||3.8668||4.0903
|-
|1||Biology||Male||2.4669||1.7324||3.0386||3.0149||2.8585||2.4871||2.7889||1.9191||3.4998||3.8666
|-
|5||Calculus_AB||Male||2.7789||1.8261||3.6518||2.4502||2.6232||2.8439||2.7474||1.8976||4.2597||4.4043
|-
|4||Calculus_AB||Male||2.7101||1.8129||3.5053||2.6375||2.6637||2.7657||2.7185||1.8633||4.1629||4.3095
|-
|3||Calculus_AB||Male||2.7143||1.8921||3.4544||2.7267||2.8531||2.7574||2.8082||1.9731||4.1317||4.2908
|-
|2||Calculus_AB||Male||2.5843||1.9085||3.3537||2.7482||2.8633||2.6812||2.7767||1.8865||4.0139||4.1899
|-
|1||Calculus_AB||Male||2.8494||2.1703||3.5037||3.2938||3.3058||2.8306||3.1486||2.3032||4.1436||4.3844
|-
|5||Calculus_BC||Male||2.6314||1.6021||3.6902||2.1732||2.3263||2.7551||2.5211||1.7634||4.0345||4.2432
|-
|4||Calculus_BC||Male||2.1847||1.301||3.1872||2.0607||2.0607||2.3856||2.2625||1.3979||3.6102||3.8103
|-
|3||Calculus_BC||Male||2.2253||1.2304||3.187||2.1847||2.3054||2.3502||2.2989||1.3222||3.5952||3.8096
|-
|2||Calculus_BC||Male||1.7559||1.1139||2.6785||1.8129||1.9395||1.8062||1.8261||1||3.1004||3.3206
|-
|1||Calculus_BC||Male||2.0682||1.2041||3.006||2.3096||2.3541||2.1959||2.3075||1.3222||3.3861||3.6418
|-
|5||Chemistry||Male||2.3483||1.2041||3.4203||1.9868||1.8513||2.525||2.1367||1.3222||3.7456||3.9586
|-
|4||Chemistry||Male||2.4393||1.415||3.3506||2.2201||2.1584||2.5198||2.2945||1.5441||3.7933||3.9832
|-
|3||Chemistry||Male||2.4548||1.7324||3.3418||2.4281||2.3997||2.6212||2.4728||1.7243||3.8904||4.0639
|-
|2||Chemistry||Male||2.3424||1.6532||3.1647||2.4298||2.4048||2.444||2.4281||1.716||3.7611||3.9349
|-
|1||Chemistry||Male||2.4955||1.8388||3.2014||2.9581||2.8965||2.6085||2.7875||1.9138||3.7626||4.0233
|-
|5||Chinese_Lang._&_Cultures||Male||1.6628||0||2.8976||0||0||0.9542||0||0||1.1139||2.932
|-
|4||Chinese_Lang._&_Cultures||Male||0.699||0||2.1106||0||0||0.6021||0||0||1.0414||2.1644
|-
|3||Chinese_Lang._&_Cultures||Male||0.699||0||1.6628||0||0||0.4771||0||0||1.1139||1.8195
|-
|2||Chinese_Lang._&_Cultures||Male||0.301||0||0.9031||0||0||0.4771||0||0||0.6021||1.1761
|-
|1||Chinese_Lang._&_Cultures||Male||0||0||0.9542||0||0||0.301||0||0||0.9031||1.2553
|-
|5||Computer_Science_A||Male||1.6532||0.699||2.7497||1.3617||1.3617||1.9494||1.6532||1.1139||3.2014||3.3779
|-
|4||Computer_Science_A||Male||1.8751||0.8451||2.7745||1.6812||1.7404||2.0374||1.8865||1.1461||3.2646||3.4489
|-
|3||Computer_Science_A||Male||1.6232||1.1139||2.5587||1.5315||1.6232||1.7993||1.6902||1||3.0492||3.2373
|-
|2||Computer_Science_A||Male||1.3617||0.7782||2.3243||1.5051||1.4472||1.6628||1.6232||1||2.8633||3.0492
|-
|1||Computer_Science_A||Male||2.017||1.301||2.8745||2.4843||2.2553||2.2068||2.3522||1.4624||3.3137||3.5825
|-
|5||Computer_Science_AB||Male||1.4771||0.4771||2.5705||1.1461||1.0792||1.7243||1.1761||0.8451||2.9713||3.1565
|-
|4||Computer_Science_AB||Male||1||0.4771||2.301||0.9542||1.1761||1.4314||1.0414||0.6021||2.749||2.9201
|-
|3||Computer_Science_AB||Male||1.4624||0.301||2.301||1.0792||1||1.5798||1.2788||0.4771||2.6839||2.8965
|-
|2||Computer_Science_AB||Male||1.1761||0.4771||2.0374||1||0.4771||1.1761||1.0792||0.301||2.382||2.6042
|-
|1||Computer_Science_AB||Male||1.415||0.7782||2.2529||1.415||1.4472||1.5315||1.4624||0.6021||2.6964||2.9143
|-
|5||Economics_Macro||Male||2.1206||1.0414||3.0374||1.6628||1.8976||2.2648||2.143||1.1139||3.5253||3.7023
|-
|4||Economics_Macro||Male||2.3655||1.4624||3.1928||2.1492||2.2405||2.4669||2.5011||1.5185||3.7485||3.9229
|-
|3||Economics_Macro||Male||2.1335||1.3222||2.9294||2.1614||2.3263||2.2765||2.3927||1.2788||3.5345||3.7189
|-
|2||Economics_Macro||Male||2.2175||1.2788||2.9206||2.281||2.4346||2.2788||2.4216||1.5441||3.5032||3.7116
|-
|1||Economics_Macro||Male||2.3802||1.6335||2.9736||2.7945||2.8779||2.4048||2.8457||1.9294||3.5538||3.8581
|-
|5||Economics_Micro||Male||2.0374||1||2.9149||1.4771||1.6021||2.1703||1.7924||0.9031||3.3939||3.568
|-
|4||Economics_Micro||Male||2.2095||1.2304||3.0358||1.9731||2.0453||2.3304||2.233||1.3222||3.5937||3.7628
|-
|3||Economics_Micro||Male||2.1038||1.0792||2.8055||2.0453||2.0492||2.1492||2.2175||1.3979||3.4296||3.6035
|-
|2||Economics_Micro||Male||1.9243||1||2.6053||2.0645||2.0492||1.9685||2.0086||1.2041||3.2373||3.4241
|-
|1||Economics_Micro||Male||2.0828||0.9542||2.6415||2.5563||2.4564||2.1004||2.4533||1.7853||3.2263||3.5265
|-
|5||English_Lang._&_Composition||Male||2.4843||1.415||3.1937||2.1673||2.1206||2.6138||2.3692||1.5563||3.8645||4.0071
|-
|4||English_Lang._&_Composition||Male||2.7551||1.9294||3.4082||2.6314||2.6875||2.8698||2.7716||1.8976||4.151||4.2943
|-
|3||English_Lang._&_Composition||Male||2.9489||2.2201||3.5788||3.0774||3.1414||3.0671||3.1166||2.3365||4.34||4.505
|-
|2||English_Lang._&_Composition||Male||2.9991||2.382||3.5224||3.3518||3.44||3.0237||3.3134||2.4456||4.2171||4.469
|-
|1||English_Lang._&_Composition||Male||2.6345||2.0607||2.9595||3.2914||3.2867||2.5694||3.1367||2.1614||3.635||4.0622
|-
|5||English_Lit._&_Composition||Male||2.3263||1.1139||2.917||1.7782||1.8573||2.4393||2.0334||1.2788||3.6907||3.8118
|-
|4||English_Lit._&_Composition||Male||2.8007||1.9395||3.4113||2.5717||2.549||2.8506||2.7243||1.9685||4.2054||4.3303
|-
|3||English_Lit._&_Composition||Male||3.0278||2.2253||3.5807||3.0759||3.0473||3.0531||3.1041||2.3784||4.4091||4.5519
|-
|2||English_Lit._&_Composition||Male||3.0103||2.3404||3.5505||3.405||3.3581||3.0318||3.2721||2.4843||4.2842||4.5065
|-
|1||English_Lit._&_Composition||Male||2.5999||1.9912||3.0082||3.3533||3.1011||2.5428||3.0338||2.1335||3.571||4.0135
|-
|5||Environmental_Science||Male||2||0.9031||2.6848||1.5563||1.6721||2.0607||1.8921||1.1761||3.3872||3.5204
|-
|4||Environmental_Science||Male||2.2833||1.2041||2.8645||2.0864||2.1523||2.3444||2.356||1.5315||3.6502||3.7887
|-
|3||Environmental_Science||Male||2.1239||1.2788||2.7076||2.1761||2.0682||2.238||2.2788||1.3617||3.471||3.6299
|-
|2||Environmental_Science||Male||2.1523||1.2788||2.6232||2.2405||2.1367||2.1553||2.3243||1.415||3.3836||3.5662
|-
|1||Environmental_Science||Male||2.3444||1.5563||2.781||2.8162||2.5611||2.3324||2.6955||1.7782||3.4506||3.7376
|-
|5||European_History||Male||2.2304||1.1139||2.9263||1.716||1.8062||2.3284||2.1614||1.3424||3.6148||3.7508
|-
|4||European_History||Male||2.4378||1.5798||3.0906||2.0864||2.1335||2.5575||2.3962||1.5798||3.8238||3.9594
|-
|3||European_History||Male||2.6684||1.8751||3.2828||2.5658||2.6274||2.7709||2.6693||1.9138||4.0703||4.2078
|-
|2||European_History||Male||2.1818||1.415||2.734||2.1987||2.238||2.2455||2.2648||1.4771||3.5091||3.6686
|-
|1||European_History||Male||2.4771||1.6902||2.9768||2.7846||2.7752||2.5011||2.7275||1.9638||3.7244||3.9414
|-
|5||French:_Language||Male||1.5315||0.301||1.8325||1.7324||0.9031||1.7076||1.301||0.301||2.673||2.8463
|-
|4||French:_Language||Male||1.4314||0.4771||2.0043||1.8865||1.3222||1.7993||1.3802||0.4771||2.7589||2.9469
|-
|3||French:_Language||Male||1.7853||0.6021||2.4099||2.0645||1.7993||1.9777||1.8808||0.4771||3.0584||3.2579
|-
|2||French:_Language||Male||1.7404||0.9031||2.1875||1.7853||1.7559||1.6628||1.7243||0.301||2.8657||3.0652
|-
|1||French:_Language||Male||1.6902||0.7782||2.2014||1.9542||1.9731||1.7076||2||0.9542||2.8675||3.1096
|-
|5||French:_Literature||Male||0.8451||0||1.2041||0.699||0.699||0.8451||0.7782||0||1.8921||2.0755
|-
|4||French:_Literature||Male||0.7782||0||1.0414||0.8451||0.4771||1||0.699||0||1.8921||2.0607
|-
|3||French:_Literature||Male||1.0792||0||1.1139||0.8451||0.4771||0.7782||1||0||1.8808||2.0864
|-
|2||French:_Literature||Male||0.9031||0||1.1461||1||0.7782||0.699||0.6021||0||1.7782||2.0086
|-
|1||French:_Literature||Male||0.301||0||0.8451||0.9031||0.301||0.9542||1||0||1.7324||1.9345
|-
|5||German:_Language||Male||1.2788||0.301||1.3617||0.8451||0.301||1.3979||0.9031||0.301||2.5855||2.6675
|-
|4||German:_Language||Male||1.0792||0.4771||1.6232||0.7782||0.9031||1.3617||0.9031||0||2.6425||2.7275
|-
|3||German:_Language||Male||1.2788||0.4771||1.5563||0.699||0.7782||1.3424||1||0||2.705||2.7789
|-
|2||German:_Language||Male||1.1761||0.4771||1.5441||0.8451||0.699||1.2304||1.0792||0.699||2.6435||2.7251
|-
|1||German:_Language||Male||1.0792||0.8451||1.4914||1.1139||1.1761||1.1461||1.2041||0.6021||2.4942||2.6191
|-
|5||Government_Politics_Comp.||Male||1.6232||0.4771||2.2201||1.2553||1.301||1.7243||1.5798||0.699||2.9638||3.0993
|-
|4||Government_Politics_Comp.||Male||1.7324||0.8451||2.2455||1.3802||1.4771||1.8129||1.6532||0.9031||3.0257||3.1649
|-
|3||Government_Politics_Comp.||Male||1.7324||0.9031||2.2304||1.5911||1.5682||1.8692||1.6721||1.1461||3.0228||3.1729
|-
|2||Government_Politics_Comp.||Male||1.6902||0.7782||2.2122||1.7853||1.5682||1.7782||1.7482||1||3.0204||3.1708
|-
|1||Government_Politics_Comp.||Male||1.6902||1||2.0864||1.9823||1.7709||1.6532||1.699||1.0414||2.8055||3.0306
|-
|5||Government_Politics_U.S.||Male||2.1959||1.1139||2.8451||1.8195||1.9138||2.2967||1.9191||1.2304||3.6112||3.7318
|-
|4||Government_Politics_U.S.||Male||2.6794||1.7709||3.3069||2.3838||2.5328||2.7664||2.6758||1.8633||4.083||4.2142
|-
|3||Government_Politics_U.S.||Male||2.7634||1.9494||3.4231||2.7993||2.8603||2.8388||2.8915||2.0492||4.1858||4.3342
|-
|2||Government_Politics_U.S.||Male||2.8457||2.1173||3.4625||3.081||3.1452||2.8932||3.0842||2.1959||4.1458||4.3516
|-
|1||Government_Politics_U.S.||Male||2.4969||1.7559||3.0663||3.1119||3.1007||2.5366||3.0488||2.0569||3.5642||3.9697
|-
|5||Human_Geography||Male||1.6532||0.9542||2.4281||1.4472||1.3979||1.8513||1.7482||1||3.1011||3.247
|-
|4||Human_Geography||Male||1.8865||0.9542||2.4928||1.8633||1.7243||1.9777||2.0969||1.1461||3.2529||3.4047
|-
|3||Human_Geography||Male||1.9494||1.0414||2.4983||2.1461||1.9494||2.0569||2.2989||1.415||3.2911||3.4669
|-
|2||Human_Geography||Male||1.8388||0.9031||2.316||2.2041||1.9956||1.8062||2.1903||1.5185||3.091||3.3054
|-
|1||Human_Geography||Male||2.1335||1.301||2.4713||2.8426||2.3945||2.1271||2.5763||1.8513||3.2162||3.5581
|-
|5||Italian_Language||Male||0.6021||0||0.301||0.301||0.301||0.8451||0.8451||0||1.7324||1.8692
|-
|4||Italian_Language||Male||0.6021||0||0.301||0||0.4771||0.7782||1.0792||0||1.6021||1.7924
|-
|3||Italian_Language||Male||0.699||0||0.9031||0.301||0.7782||0.699||1.1461||0.4771||1.9638||2.1072
|-
|2||Italian_Language||Male||0.301||0||0.9542||0.4771||0.301||0.699||1.1139||0.6021||1.9243||2.0607
|-
|1||Italian_Language||Male||0.6021||0||0.9031||0.6021||0.6021||0.7782||1.1461||0.4771||2.1367||2.238
|-
|5||Japanese_Lang._&_Culture||Male||1.1139||0||2.2227||0.301||0||1.2041||0.301||0||1.2041||2.3243
|-
|4||Japanese_Lang._&_Culture||Male||0.699||0||1.5563||0.301||0||0.6021||0.301||0||1.301||1.8062
|-
|3||Japanese_Lang._&_Culture||Male||0.9031||0||1.8261||0.699||0.4771||0.699||0.301||0||1.6812||2.1206
|-
|2||Japanese_Lang._&_Culture||Male||0.4771||0||1.4914||0.6021||0||0.8451||0.301||0||1.4314||1.8388
|-
|1||Japanese_Lang._&_Culture||Male||1||0||1.6812||0.8451||0.7782||1.0792||0.9031||0||1.8865||2.2148
|-
|5||Latin:_Literature||Male||1.0414||0||1.6812||0.301||0.301||1||0.6021||0.301||2.2253||2.3802
|-
|4||Latin:_Literature||Male||1||0||1.5315||0.8451||0.4771||1.1461||0.301||0||2.2553||2.3874
|-
|3||Latin:_Literature||Male||1.1761||0||1.7243||1.1461||0.9542||1.2788||0.6021||0||2.5353||2.6542
|-
|2||Latin:_Literature||Male||1||0||1.4472||0.9542||0.6021||1.0792||0.6021||0||2.3345||2.4425
|-
|1||Latin:_Literature||Male||1.301||0.699||1.7634||1.301||0.9542||1.301||1.1761||0.6021||2.6138||2.7435
|-
|5||Latin:_Vergil||Male||1.0792||0||1.8513||0.9031||0.699||1.4472||0.699||0||2.5647||2.6902
|-
|4||Latin:_Vergil||Male||1.2788||0.6021||1.6532||0.8451||0.8451||1.3802||0.9031||0.4771||2.6064||2.7101
|-
|3||Latin:_Vergil||Male||1.1139||0.4771||1.8573||1.2041||0.6021||1.3424||1||0.301||2.7101||2.8109
|-
|2||Latin:_Vergil||Male||1.2553||0.301||1.6021||0.9542||0.9031||1.1761||1.1139||0.301||2.5763||2.6776
|-
|1||Latin:_Vergil||Male||1.3424||0.699||1.4624||1.1761||1.1761||1.1761||0.9542||0.301||2.5391||2.6532
|-
|5||Music_Theory||Male||1.7324||0.7782||2.238||1.3424||1.1761||1.5441||1.4314||0.9031||3.012||3.1335
|-
|4||Music_Theory||Male||1.5798||0.9542||2.1335||1.5682||1.4624||1.6128||1.415||1.0414||2.9818||3.1065
|-
|3||Music_Theory||Male||1.7076||1.1139||2.2601||1.8062||1.699||1.7782||1.8451||1.3424||3.1389||3.2744
|-
|2||Music_Theory||Male||1.9031||0.9031||2.1987||2.0414||1.8692||1.7243||1.959||1.415||3.1123||3.2758
|-
|1||Music_Theory||Male||1.6232||1.0792||1.8865||2.0969||1.716||1.6128||1.9731||1.2041||2.749||3.0052
|-
|5||Physics_B||Male||2.2014||1.301||3.1572||1.6628||1.7559||2.3522||2.0453||1.3617||3.61||3.7884
|-
|4||Physics_B||Male||2.248||1.3222||3.0386||1.9638||2.017||2.2648||2.1987||1.4771||3.6463||3.798
|-
|3||Physics_B||Male||2.4216||1.4624||3.2017||2.2989||2.3997||2.5237||2.4362||1.5051||3.8183||3.9798
|-
|2||Physics_B||Male||2.1987||1.5315||3.0048||2.3404||2.4065||2.2742||2.4116||1.5911||3.5946||3.7843
|-
|1||Physics_B||Male||2.2718||1.5315||2.9868||2.7135||2.7846||2.3464||2.6425||1.7324||3.4949||3.7888
|-
|5||Physics_C:_Elec._&_Magnet.||Male||1.8976||0.8451||2.938||1.3802||1.3222||2.0334||1.716||0.6021||3.2596||3.473
|-
|4||Physics_C:_Elec._&_Magnet.||Male||1.7634||1||2.749||1.4914||1.4624||1.8325||1.6721||0.9542||3.1268||3.3312
|-
|3||Physics_C:_Elec._&_Magnet.||Male||1.301||0.4771||2.4014||1.4771||1.415||1.415||1.2553||0.699||2.7896||2.9948
|-
|2||Physics_C:_Elec._&_Magnet.||Male||1.6628||0.699||2.4742||1.5441||1.4472||1.6532||1.5563||0.9031||2.9279||3.1271
|-
|1||Physics_C:_Elec._&_Magnet.||Male||1.5185||0||2.3263||1.4771||1.4624||1.5682||1.716||0.699||2.7226||2.9633
|-
|5||Physics_C:_Mechanics||Male||2.1106||1.2041||3.1611||1.5682||1.6812||2.233||1.9494||1.2304||3.5192||3.7204
|-
|4||Physics_C:_Mechanics||Male||2.1523||1.0414||3.0187||1.7324||1.7924||2.1903||2.0492||1.301||3.5127||3.6856
|-
|3||Physics_C:_Mechanics||Male||1.9912||1.2788||2.8351||1.8976||1.8976||2.0682||2.0212||1.2304||3.415||3.5786
|-
|2||Physics_C:_Mechanics||Male||1.8129||1.1139||2.6618||1.9138||1.7924||1.8195||1.9956||1.2788||3.2101||3.3943
|-
|1||Physics_C:_Mechanics||Male||1.8573||1||2.6571||2.143||2.1492||1.959||2.1399||1.3222||3.1041||3.3672
|-
|5||Psychology||Male||2.3766||1.4314||3.0903||2.0719||1.9912||2.4487||2.3201||1.4771||3.7173||3.8716
|-
|4||Psychology||Male||2.5159||1.5563||3.1818||2.5132||2.301||2.601||2.6149||1.8325||3.8855||4.04
|-
|3||Psychology||Male||2.4314||1.6628||3.0322||2.5611||2.3483||2.4713||2.5378||1.7709||3.7647||3.9289
|-
|2||Psychology||Male||2.2227||1.5315||2.8351||2.5587||2.2577||2.3324||2.4265||1.7243||3.5345||3.7307
|-
|1||Psychology||Male||2.5024||1.6532||3.006||3.0048||2.6405||2.4843||2.7973||1.9138||3.5857||3.8855
|-
|5||Spanish_Language||Male||2.2672||0.6021||2.4548||1.4314||3.3833||2.1461||3.3422||2.0607||3.0871||3.8186
|-
|4||Spanish_Language||Male||2.4314||0.9031||2.658||1.8451||3.4968||2.2455||3.3422||2.1614||3.3416||3.937
|-
|3||Spanish_Language||Male||2.3075||1.1139||2.6493||1.9085||3.372||2.1931||3.1544||2.0755||3.3212||3.838
|-
|2||Spanish_Language||Male||2.3324||1.2553||2.6857||2.0453||3.281||2.143||3.0637||2.0645||3.3602||3.8086
|-
|1||Spanish_Language||Male||2.4487||1.3802||2.7177||2.5119||3.2251||2.281||2.9939||2.0294||3.4793||3.8526
|-
|5||Spanish_Literature||Male||1.3617||0||1.3617||0.6021||2.1106||1.1139||2.1614||0.6021||2.0755||2.6561
|-
|4||Spanish_Literature||Male||1.415||0.301||1.7559||0.7782||2.5752||1.3424||2.4502||1.0792||2.2355||2.9763
|-
|3||Spanish_Literature||Male||1.3222||0.301||1.6532||0.9542||2.798||1.4314||2.6222||1.1761||2.1818||3.1173
|-
|2||Spanish_Literature||Male||1.2553||0||1.301||0.7782||2.5717||0.9542||2.3424||1.0792||1.9638||2.871
|-
|1||Spanish_Literature||Male||1.8129||0.301||1.3424||1.3222||2.8395||1.3424||2.6274||1.3424||2.1903||3.1511
|-
|5||Statistics||Male||2.2122||1.0792||3.2151||1.716||1.7634||2.356||2.017||1.3424||3.6839||3.8513
|-
|4||Statistics||Male||2.4548||1.6721||3.3199||2.1931||2.2041||2.5024||2.4065||1.5682||3.9102||4.0596
|-
|3||Statistics||Male||2.4955||1.699||3.2683||2.4487||2.4362||2.5658||2.574||1.6232||3.9261||4.0786
|-
|2||Statistics||Male||2.3747||1.5682||3.0322||2.5051||2.4099||2.3838||2.4624||1.7076||3.701||3.8766
|-
|1||Statistics||Male||2.5502||1.7324||3.1679||3.0233||2.7973||2.5575||2.7803||2.0453||3.7189||3.9941
|-
|5||Studio_Art:_2-D_Design||Male||1.1761||0.301||1.6721||1.2041||1.2304||1.3802||1.5185||0.4771||2.5092||2.6739
|-
|4||Studio_Art:_2-D_Design||Male||1.5563||0.9031||1.9085||1.6021||1.5315||1.4314||1.6232||0.9031||2.6884||2.8785
|-
|3||Studio_Art:_2-D_Design||Male||1.716||1||1.9685||1.9777||1.8261||1.5682||1.8573||1.2041||2.9212||3.1031
|-
|2||Studio_Art:_2-D_Design||Male||1.6812||1.1461||1.8921||1.9777||1.8129||1.5315||1.9243||1.1761||2.7875||3.0162
|-
|1||Studio_Art:_2-D_Design||Male||1.0792||0.4771||1.2304||1.5682||1.3802||1.1139||1.4624||0.7782||2.1106||2.4183
|-
|5||Studio_Art:_3-D_Design||Male||0.4771||0||0.4771||0.4771||0.4771||0.4771||0.9031||0||1.8865||1.9731
|-
|4||Studio_Art:_3-D_Design||Male||0.8451||0.301||1||0.7782||0.9542||0.301||1.1139||0.301||1.9138||2.0969
|-
|3||Studio_Art:_3-D_Design||Male||1.2041||0||1.2553||0.9542||1.3802||1.2041||1.301||0||2.3181||2.4843
|-
|2||Studio_Art:_3-D_Design||Male||1.0414||0.4771||1.2041||1.1761||1.3222||1.1139||1.2304||0.4771||2.1239||2.3502
|-
|1||Studio_Art:_3-D_Design||Male||0.301||0||1||0.7782||1||0.9031||0.9542||0||1.4771||1.8388
|-
|5||Studio_Art:_Drawing||Male||1.2553||0||1.7482||1.4624||1.2041||1.301||1.5051||0.8451||2.4048||2.6284
|-
|4||Studio_Art:_Drawing||Male||1.2553||0.699||1.9542||1.5682||1.6721||1.2553||1.6902||0.699||2.549||2.7889
|-
|3||Studio_Art:_Drawing||Male||1.7404||1||2.1761||2.0294||1.9956||1.7853||1.9868||1.3424||2.9112||3.1486
|-
|2||Studio_Art:_Drawing||Male||1.7076||0.9542||2.0212||2.0682||2.0294||1.6021||1.9085||0.9542||2.7316||3.0212
|-
|1||Studio_Art:_Drawing||Male||1.301||0.8451||1.4624||1.8692||1.6128||1.2041||1.5441||0.9542||2.1004||2.5428
|-
|5||US_History||Male||2.7528||1.7243||3.4791||2.4456||2.4594||2.8932||2.6522||1.8325||4.1371||4.2834
|-
|4||US_History||Male||2.9509||2.1399||3.6039||2.8382||2.9009||3.0986||2.9605||2.1492||4.3821||4.5177
|-
|3||US_History||Male||2.985||2.1703||3.5826||3.0477||3.0766||3.0726||3.0693||2.2405||4.4011||4.5435
|-
|2||US_History||Male||3.039||2.3522||3.585||3.3038||3.356||3.1069||3.2514||2.4378||4.3932||4.5741
|-
|1||US_History||Male||2.9345||2.301||3.3998||3.5501||3.507||2.9494||3.34||2.4983||4.0846||4.4128
|-
|5||World_History||Male||2.1553||1.3424||3.0253||2.0212||2.0374||2.4639||2.238||1.5185||3.6404||3.7991
|-
|4||World_History||Male||2.3464||1.5441||3.1103||2.3962||2.4281||2.5453||2.4579||1.6435||3.7803||3.9429
|-
|3||World_History||Male||2.5502||1.8633||3.2567||2.7308||2.7505||2.6803||2.781||2.0253||3.9073||4.1002
|-
|2||World_History||Male||2.4814||1.6812||3.1271||2.8982||2.9058||2.5775||2.8745||2.0453||3.7471||4.0045
|-
|1||World_History||Male||2.4502||1.6902||2.837||3.0871||3.0358||2.415||2.9722||2.1367||3.4502||3.8735
|-
|5||Art_History||Female||1.7782||0.9542||2.3464||1.3802||1.4314||1.9494||1.5911||0.6021||3.0017||3.1673
|-
|4||Art_History||Female||2.0569||1||2.6294||1.7243||1.9191||2.1732||2.1072||1.1139||3.2543||3.4415
|-
|3||Art_History||Female||2.0755||1.2553||2.6484||2.0128||2.1206||2.1818||2.3636||1.4624||3.3156||3.5171
|-
|2||Art_History||Female||1.9494||1.1761||2.4829||1.9823||2.1673||2.0531||2.2529||1.3617||3.1383||3.3679
|-
|1||Art_History||Female||1.9542||1.2788||2.4757||2.2788||2.3345||2||2.4914||1.3979||3.0656||3.3809
|-
|5||Biology||Female||2.5563||1.4314||3.5431||2.3729||2.0899||2.7536||2.4099||1.6435||3.9149||4.1245
|-
|4||Biology||Female||2.5944||1.716||3.4637||2.699||2.4014||2.8248||2.549||1.8808||4.0115||4.1893
|-
|3||Biology||Female||2.6749||1.8751||3.4433||2.8657||2.6201||2.8312||2.7466||1.9912||4.0612||4.2384
|-
|2||Biology||Female||2.7709||2.0719||3.4439||3.1547||2.9435||2.9217||2.9547||2.1987||4.1169||4.3174
|-
|1||Biology||Female||2.6493||2||3.2622||3.4069||3.1626||2.7694||3.131||2.3054||3.8403||4.1886
|-
|5||Calculus_AB||Female||2.5599||1.2788||3.5472||2.3655||2.2989||2.7042||2.5366||1.5798||4.0541||4.2186
|-
|4||Calculus_AB||Female||2.5866||1.6721||3.4886||2.6243||2.5302||2.776||2.6294||1.8062||4.0992||4.2533
|-
|3||Calculus_AB||Female||2.6693||1.8921||3.5011||2.8338||2.7686||2.7931||2.7597||1.9445||4.1263||4.2931
|-
|2||Calculus_AB||Female||2.5647||1.8062||3.3959||2.934||2.8555||2.7235||2.8028||1.9868||4.0266||4.2143
|-
|1||Calculus_AB||Female||2.8651||2.2695||3.5669||3.5275||3.4043||2.9484||3.2801||2.3139||4.192||4.4634
|-
|5||Calculus_BC||Female||2.3579||1.1761||3.4979||2||1.9345||2.5453||2.1206||1.3802||3.7261||3.973
|-
|4||Calculus_BC||Female||2.0682||0.8451||3.1268||2.0253||1.8261||2.2405||1.959||1.1761||3.457||3.6787
|-
|3||Calculus_BC||Female||2.0414||1||3.1471||2.1903||2.1239||2.2095||2.1461||1.3617||3.5163||3.7333
|-
|2||Calculus_BC||Female||1.6902||0.8451||2.6902||1.8751||1.7853||1.8808||1.7993||0.9542||3.0504||3.2889
|-
|1||Calculus_BC||Female||2.0334||1.2788||2.9809||2.4654||2.3385||2.2253||2.2833||1.0414||3.3516||3.6237
|-
|5||Chemistry||Female||2.1038||1.0414||3.241||1.7634||1.5441||2.1847||1.8388||1.2041||3.3854||3.6658
|-
|4||Chemistry||Female||2.238||1.1461||3.2813||2.1818||1.8129||2.3856||2.1038||1.301||3.6273||3.8411
|-
|3||Chemistry||Female||2.4133||1.5185||3.3377||2.4814||2.2625||2.6096||2.4099||1.6628||3.7935||3.9944
|-
|2||Chemistry||Female||2.3139||1.5185||3.1973||2.6253||2.3927||2.5092||2.4669||1.6902||3.752||3.9439
|-
|1||Chemistry||Female||2.534||1.8865||3.2894||3.1956||2.9614||2.7332||2.9238||2.0969||3.8625||4.1346
|-
|5||Chinese_Lang._&_Cultures||Female||1.5185||0||3.029||0||0||1.1139||0||0||0.699||3.0488
|-
|4||Chinese_Lang._&_Cultures||Female||0.699||0||2.1367||0||0||0.699||0||0||1.1461||2.2014
|-
|3||Chinese_Lang._&_Cultures||Female||0.9031||0||1.5051||0||0||0.301||0||0||0.9031||1.6902
|-
|2||Chinese_Lang._&_Cultures||Female||0||0||0.9031||0||0||0.301||0||0||0.9031||1.2304
|-
|1||Chinese_Lang._&_Cultures||Female||0||0||1.0414||0||0||0||0||0||1||1.415
|-
|5||Computer_Science_A||Female||0.9031||0.4771||2.1959||0.6021||0.6021||1.1761||0.9031||0||2.3118||2.5988
|-
|4||Computer_Science_A||Female||0.9031||0.4771||2.2765||1||0.8451||1.2304||1.2041||0.301||2.3945||2.692
|-
|3||Computer_Science_A||Female||0.9031||0||2.0969||1.1461||1.0414||1.0792||1.1461||0.6021||2.29||2.5752
|-
|2||Computer_Science_A||Female||0.6021||0.301||1.9395||1.0414||1.2304||1.1761||1||0.4771||2.0828||2.4183
|-
|1||Computer_Science_A||Female||1.6232||0.6021||2.4654||2.2279||1.8573||1.7559||1.9494||0.8451||2.6222||3.058
|-
|5||Computer_Science_AB||Female||0.699||0||1.8692||0.4771||0.301||1.0792||0.699||0||1.9294||2.2553
|-
|4||Computer_Science_AB||Female||0.301||0||1.6902||0.4771||0.6021||0.7782||0.699||0||1.8261||2.1139
|-
|3||Computer_Science_AB||Female||0.301||0||1.699||0.4771||0.4771||0.8451||0.6021||0||1.6335||2.0253
|-
|2||Computer_Science_AB||Female||0.699||0||1.3222||0.301||0.301||0.4771||0.6021||0.301||1.3424||1.7324
|-
|1||Computer_Science_AB||Female||0.4771||0.301||1.6721||0.699||0.7782||0.7782||0.699||0.301||1.7634||2.1004
|-
|5||Economics_Macro||Female||1.7709||0.699||2.8639||1.3802||1.5315||1.9823||1.716||0.9542||3.1667||3.3927
|-
|4||Economics_Macro||Female||2.1584||0.9542||3.0573||2.1461||2.1173||2.3096||2.2788||1.2041||3.5165||3.7203
|-
|3||Economics_Macro||Female||2.0294||1.1139||2.9009||2.2304||2.1761||2.1875||2.2148||1.4314||3.3955||3.6084
|-
|2||Economics_Macro||Female||2.1399||1.2304||2.8954||2.3284||2.4346||2.2455||2.4265||1.6232||3.4496||3.6738
|-
|1||Economics_Macro||Female||2.4216||1.6232||3.0318||3.0278||2.9969||2.5237||3.0438||1.9777||3.627||3.964
|-
|5||Economics_Micro||Female||1.6532||0||2.6444||1.2041||1.0414||1.6721||1.2553||0.6021||2.9175||3.1467
|-
|4||Economics_Micro||Female||2||0.699||2.896||1.9294||1.8195||2.1072||1.9031||1.1139||3.3251||3.5276
|-
|3||Economics_Micro||Female||1.9243||1||2.7818||2.0682||1.9956||2.0969||1.9345||1.3802||3.2898||3.4901
|-
|2||Economics_Micro||Female||1.8751||1||2.5877||2.0934||2.0934||1.959||1.9494||1.2553||3.1898||3.3906
|-
|1||Economics_Micro||Female||2.1072||1.2788||2.711||2.7796||2.5453||2.1523||2.5276||1.8633||3.2918||3.6145
|-
|5||English_Lang._&_Composition||Female||2.6031||1.5798||3.3263||2.4099||2.3075||2.8395||2.5763||1.7634||4.0468||4.184
|-
|4||English_Lang._&_Composition||Female||2.9112||2.1004||3.5561||2.932||2.8476||3.1153||3.0013||2.1875||4.355||4.4941
|-
|3||English_Lang._&_Composition||Female||3.1772||2.4942||3.747||3.439||3.3644||3.3098||3.3838||2.5453||4.5787||4.7417
|-
|2||English_Lang._&_Composition||Female||3.1942||2.6274||3.7002||3.7524||3.7158||3.3172||3.6274||2.7218||4.4788||4.7388
|-
|1||English_Lang._&_Composition||Female||2.7825||2.2718||3.0839||3.6241||3.4777||2.7924||3.4198||2.2989||3.7819||4.2721
|-
|5||English_Lit._&_Composition||Female||2.6385||1.4472||3.2562||2.3139||2.2227||2.7767||2.4133||1.7404||4.0117||4.1404
|-
|4||English_Lit._&_Composition||Female||3.0441||2.1072||3.6186||3.0179||2.8463||3.1596||2.9854||2.2068||4.4736||4.5961
|-
|3||English_Lit._&_Composition||Female||3.2253||2.4829||3.7546||3.4781||3.296||3.3084||3.346||2.6096||4.6451||4.7887
|-
|2||English_Lit._&_Composition||Female||3.1909||2.6375||3.7065||3.822||3.6049||3.2997||3.5666||2.8||4.5078||4.75
|-
|1||English_Lit._&_Composition||Female||2.6618||2.1987||3.0496||3.6651||3.276||2.7076||3.2776||2.3483||3.6584||4.1882
|-
|5||Environmental_Science||Female||1.8976||0.6021||2.534||1.2788||1.3802||1.9638||1.6721||0.9031||3.2212||3.3562
|-
|4||Environmental_Science||Female||2.243||1.3424||2.8388||2.1004||2.017||2.382||2.2455||1.4624||3.6278||3.7634
|-
|3||Environmental_Science||Female||2.1875||1.2553||2.7372||2.2201||2.1106||2.2967||2.2304||1.5051||3.5593||3.7016
|-
|2||Environmental_Science||Female||2.2041||1.5185||2.7443||2.3874||2.2742||2.29||2.4314||1.5682||3.5738||3.7342
|-
|1||Environmental_Science||Female||2.5328||1.7782||2.9961||3.1133||2.8513||2.6345||3.0111||2.0899||3.7435||4.0217
|-
|5||European_History||Female||2.1239||0.9031||2.9138||1.7709||1.7634||2.3304||2.0755||0.9542||3.5468||3.6932
|-
|4||European_History||Female||2.4065||1.3979||3.0973||2.2648||2.1492||2.5955||2.4166||1.6232||3.7971||3.9451
|-
|3||European_History||Female||2.7177||1.8195||3.3528||2.7582||2.6618||2.9058||2.8014||2.0043||4.1029||4.2572
|-
|2||European_History||Female||2.2405||1.5051||2.8639||2.4502||2.3747||2.356||2.4362||1.6628||3.6113||3.7839
|-
|1||European_History||Female||2.6355||1.8388||3.1556||3.0622||2.9836||2.7868||2.9201||2.1367||3.8774||4.1193
|-
|5||French:_Language||Female||1.7709||0||2.1303||1.9638||1.2304||2.0828||1.8388||0.7782||2.9818||3.1617
|-
|4||French:_Language||Female||1.9494||0.4771||2.4393||2.0294||1.5911||2.2014||1.9494||0.9542||3.1644||3.3467
|-
|3||French:_Language||Female||2.1271||0.9031||2.7226||2.2742||2.0755||2.3118||2.2989||0.7782||3.4562||3.6272
|-
|2||French:_Language||Female||2.0414||0.7782||2.5391||2.1614||2.1004||2.1335||2.1461||0.8451||3.2953||3.4745
|-
|1||French:_Language||Female||1.9395||0.9031||2.49||2.3263||2.3747||2.143||2.3222||1.2553||3.2338||3.4661
|-
|5||French:_Literature||Female||1.3617||0||1.4771||1||0.4771||1.3617||1||0||2.3444||2.4983
|-
|4||French:_Literature||Female||1.0792||0||1.6435||1.2553||0.4771||1.2041||0.9031||0||2.3502||2.5051
|-
|3||French:_Literature||Female||1.1461||0||1.5911||1.3424||0.6021||1.3222||0.9542||0||2.3424||2.5092
|-
|2||French:_Literature||Female||0.9031||0||1.415||0.9542||0.7782||1.2304||1.0414||0||2.1673||2.3385
|-
|1||French:_Literature||Female||0.8451||0||1.2788||1.0414||0.4771||0.699||1.0792||0||2.0607||2.2227
|-
|5||German:_Language||Female||1.3424||0.301||1.4314||1.1139||0||1.3222||0.8451||0||2.6284||2.7084
|-
|4||German:_Language||Female||1.1761||0.4771||1.5051||1||0.6021||1.3979||1.1461||0.301||2.6375||2.7251
|-
|3||German:_Language||Female||1.0792||0.301||1.5185||1.0792||0.699||1.2304||1.2041||0.6021||2.6274||2.7135
|-
|2||German:_Language||Female||1.2304||0.301||1.4624||0.7782||1.1139||1.3802||0.9542||0.4771||2.6075||2.699
|-
|1||German:_Language||Female||1||0.301||1.1761||1.2788||1.0414||1.0792||1.2041||0.4771||2.3404||2.4757
|-
|5||Government_Politics_Comp.||Female||1.301||0||2.0682||1.0792||1.0414||1.4314||1.415||0.699||2.7589||2.8949
|-
|4||Government_Politics_Comp.||Female||1.6021||0.7782||2.2201||1.3979||1.3424||1.6335||1.5315||0.699||2.8603||3.0245
|-
|3||Government_Politics_Comp.||Female||1.716||1.0414||2.2455||1.7243||1.415||1.7924||1.7634||1.0414||2.9777||3.1433
|-
|2||Government_Politics_Comp.||Female||1.5798||0.7782||2.2068||1.9868||1.6628||1.9542||1.8633||0.9542||2.9754||3.1635
|-
|1||Government_Politics_Comp.||Female||1.7709||1.1461||2.1523||2.2253||1.8865||1.8513||1.9956||1.1761||2.8727||3.1408
|-
|5||Government_Politics_U.S.||Female||2.0492||0.8451||2.8082||1.7993||1.7634||2.2122||2.0212||1||3.4942||3.6307
|-
|4||Government_Politics_U.S.||Female||2.5478||1.6335||3.2732||2.5315||2.4548||2.7251||2.5478||1.7782||4.0069||4.1459
|-
|3||Government_Politics_U.S.||Female||2.7185||1.9638||3.4244||2.9222||2.8209||2.9191||2.8848||2.1206||4.1766||4.3326
|-
|2||Government_Politics_U.S.||Female||2.8943||2.1761||3.5284||3.3062||3.243||3.0588||3.2049||2.3909||4.2522||4.4615
|-
|1||Government_Politics_U.S.||Female||2.6484||2.0212||3.236||3.4378||3.3385||2.7993||3.3174||2.2833||3.8065||4.2172
|-
|5||Human_Geography||Female||1.4624||0.4771||2.2553||1.6335||1.3222||1.7243||1.6232||0.9542||2.9727||3.1176
|-
|4||Human_Geography||Female||1.8451||0.9542||2.5185||2.0531||1.5798||1.9731||2.0212||1||3.2383||3.3965
|-
|3||Human_Geography||Female||1.9138||1.0792||2.5599||2.2672||1.9191||2.1461||2.3304||1.5911||3.3326||3.5134
|-
|2||Human_Geography||Female||1.8633||1.2553||2.3856||2.3579||2.0531||2.0569||2.2945||1.4624||3.2098||3.4196
|-
|1||Human_Geography||Female||2.29||1.415||2.6191||3.0603||2.601||2.4031||2.7589||2.1038||3.432||3.766
|-
|5||Italian_Language||Female||0.6021||0||0.699||0.301||0.6021||0.7782||1.4314||0.4771||1.8976||2.0899
|-
|4||Italian_Language||Female||0.7782||0||0.301||0.4771||0.9031||0.6021||1.4914||0.301||1.8976||2.1072
|-
|3||Italian_Language||Female||0.9031||0||1.2304||0.4771||0.9542||1||1.7076||0.7782||2.2095||2.4133
|-
|2||Italian_Language||Female||1.0792||0||0.9542||0.6021||0.8451||0.9542||1.4771||0.4771||2.1703||2.3324
|-
|1||Italian_Language||Female||1.2304||0||1.0792||0.8451||0.9542||1||1.1761||0.9031||2.3365||2.4594
|-
|5||Japanese_Lang._&_Culture||Female||0.8451||0||2.2695||0||0||1.2041||0||0||1.301||2.356
|-
|4||Japanese_Lang._&_Culture||Female||0.4771||0||1.6532||0||0.301||0.4771||0.301||0||1.2041||1.8261
|-
|3||Japanese_Lang._&_Culture||Female||0.9542||0||2.0294||0.7782||0.4771||1||0.6021||0||1.5911||2.2355
|-
|2||Japanese_Lang._&_Culture||Female||0.4771||0||1.5798||0.699||0.301||0.9031||0||0||1.4624||1.9031
|-
|1||Japanese_Lang._&_Culture||Female||0.699||0||1.8451||0.6021||0.4771||0.9031||0.7782||0||1.7853||2.1818
|-
|5||Latin:_Literature||Female||0.9542||0.301||1.6628||1||0.4771||1.1461||0.699||0.301||2.2625||2.4249
|-
|4||Latin:_Literature||Female||1||0||1.7076||1.0792||0.301||1.1761||0.4771||0.301||2.3324||2.4814
|-
|3||Latin:_Literature||Female||1.2553||0.4771||1.8195||1.1761||0.699||1.3802||0.9031||0.301||2.5694||2.7024
|-
|2||Latin:_Literature||Female||1.1761||0.6021||1.5315||1.1461||0.9542||1.0792||0.699||0||2.3927||2.5224
|-
|1||Latin:_Literature||Female||1.2304||0.6021||1.8921||1.3802||1||1.4472||1.4472||0.4771||2.6042||2.7679
|-
|5||Latin:_Vergil||Female||1.3424||0||1.8261||1||0.4771||1.3424||0.9031||0.301||2.4914||2.6405
|-
|4||Latin:_Vergil||Female||1.2788||0.301||1.8195||1||0||1.301||0.7782||0.4771||2.4393||2.5955
|-
|3||Latin:_Vergil||Female||1.3617||0.699||1.8261||1.1461||1||1.4624||1.1139||0.699||2.6284||2.7657
|-
|2||Latin:_Vergil||Female||1||0.699||1.5911||1.3222||1||1.3222||1.0792||0.4771||2.5328||2.6571
|-
|1||Latin:_Vergil||Female||1.301||0.699||1.5911||1.2788||1.1139||1.1761||1.1761||0||2.5478||2.6739
|-
|5||Music_Theory||Female||1.3222||0||2.2122||1.0792||0.9031||1.3802||1.1139||0.301||2.7356||2.8921
|-
|4||Music_Theory||Female||1.5563||0.4771||2.2175||1.2304||0.9031||1.3979||1.2041||0.4771||2.8338||2.9763
|-
|3||Music_Theory||Female||1.5682||0.9542||2.301||1.6021||1.2788||1.6628||1.7634||1.0792||3.0294||3.1711
|-
|2||Music_Theory||Female||1.6128||1.0792||2.3139||2.0645||1.5682||1.8808||1.8062||1.2304||3.0154||3.2033
|-
|1||Music_Theory||Female||1.3802||0.699||1.8513||2.1004||1.5051||1.3617||1.8633||1.2041||2.6191||2.891
|-
|5||Physics_B||Female||1.6628||0.301||2.776||1||1.1461||1.8129||1.4472||0.8451||3.0398||3.2688
|-
|4||Physics_B||Female||1.7782||0.9031||2.8189||1.6335||1.415||1.9731||1.5798||0.8451||3.1989||3.3993
|-
|3||Physics_B||Female||2.1584||1.1761||3.0314||2.0531||2.0607||2.2504||2.0969||1.4771||3.4911||3.6889
|-
|2||Physics_B||Female||2.0043||1.0414||2.8727||2.2945||2.1173||2.1106||2.1673||1.415||3.3833||3.5907
|-
|1||Physics_B||Female||2.1903||1.6232||2.9253||2.7938||2.7033||2.3243||2.6484||1.5682||3.3879||3.7238
|-
|5||Physics_C:_Elec._&_Magnet.||Female||1.301||0.301||2.3838||0.7782||0.6021||1.1461||0.9542||0.4771||2.5119||2.7903
|-
|4||Physics_C:_Elec._&_Magnet.||Female||1.1461||0.699||2.2923||1.0414||0.6021||1.5441||1.1461||0.301||2.5441||2.7945
|-
|3||Physics_C:_Elec._&_Magnet.||Female||1||0.301||2.0043||0.6021||0.699||1.1139||0.7782||0.4771||2.2945||2.5224
|-
|2||Physics_C:_Elec._&_Magnet.||Female||1.2304||0.301||2.1106||1.1461||0.9031||1.1139||1.1461||0.301||2.4955||2.7024
|-
|1||Physics_C:_Elec._&_Magnet.||Female||0.9031||0.6021||1.9823||1.0792||1.1139||1.0792||1.1461||0.301||2.3118||2.5539
|-
|5||Physics_C:_Mechanics||Female||1.5911||0.301||2.6503||1||0.7782||1.5798||1.301||0.4771||2.8426||3.098
|-
|4||Physics_C:_Mechanics||Female||1.6812||0.4771||2.6513||1.3424||1.2041||1.8129||1.4472||0.9031||3.0022||3.2135
|-
|3||Physics_C:_Mechanics||Female||1.6128||0.9542||2.5465||1.4624||1.3979||1.6232||1.4914||0.6021||2.933||3.1405
|-
|2||Physics_C:_Mechanics||Female||1.4771||1.1139||2.3909||1.5911||1.5682||1.6435||1.6721||0.7782||2.8513||3.066
|-
|1||Physics_C:_Mechanics||Female||1.5911||1.0792||2.5038||2.1239||1.959||1.6721||1.9542||0.7782||2.8463||3.1556
|-
|5||Psychology||Female||2.5478||1.5315||3.3077||2.4281||2.1367||2.7024||2.5658||1.8633||3.9996||4.1383
|-
|4||Psychology||Female||2.7143||1.959||3.3537||2.8692||2.5403||2.8633||2.8451||2.0719||4.1231||4.2735
|-
|3||Psychology||Female||2.5888||1.8633||3.1959||2.9294||2.5752||2.7427||2.8228||2.1004||4.0143||4.174
|-
|2||Psychology||Female||2.4786||1.6532||2.9921||2.9222||2.567||2.5502||2.7589||1.9395||3.8263||4.0105
|-
|1||Psychology||Female||2.7007||1.9085||3.1787||3.4242||3.0145||2.8075||3.1682||2.3075||3.8958||4.203
|-
|5||Spanish_Language||Female||2.5391||0.6021||2.721||1.8195||3.6832||2.444||3.6673||2.3856||3.3514||4.1196
|-
|4||Spanish_Language||Female||2.7177||1.2041||2.945||2.2041||3.7599||2.567||3.6413||2.5024||3.6157||4.2179
|-
|3||Spanish_Language||Female||2.5988||1.3222||2.8848||2.3711||3.5895||2.4969||3.4286||2.3304||3.5982||4.096
|-
|2||Spanish_Language||Female||2.5647||1.4314||2.9263||2.5428||3.4589||2.5391||3.2934||2.2765||3.6444||4.0556
|-
|1||Spanish_Language||Female||2.5599||1.5315||2.9385||2.9479||3.2579||2.5563||3.1501||2.2279||3.6975||4.0366
|-
|5||Spanish_Literature||Female||1.415||0.301||1.7559||0.8451||2.4564||1.4624||2.5944||1.1761||2.3997||3.0245
|-
|4||Spanish_Literature||Female||1.9031||0||1.9685||1.301||2.9586||1.6532||2.8716||1.4914||2.6128||3.3664
|-
|3||Spanish_Literature||Female||1.8808||0||1.8325||1.3617||3.1149||1.6435||2.9722||1.5441||2.5224||3.4492
|-
|2||Spanish_Literature||Female||1.6128||0.4771||1.4771||1.1139||2.871||1.3222||2.7267||1.3424||2.0899||3.1821
|-
|1||Spanish_Literature||Female||1.9345||0.4771||1.4624||1.5682||2.9943||1.5185||2.8779||1.8062||2.2742||3.3373
|-
|5||Statistics||Female||2.0128||0.7782||3.0154||1.6232||1.6232||2.0682||1.699||1.0414||3.4524||3.6266
|-
|4||Statistics||Female||2.3464||1.301||3.2068||2.2577||2.0294||2.4265||2.2833||1.5051||3.813||3.9602
|-
|3||Statistics||Female||2.4698||1.6721||3.2589||2.5635||2.3962||2.5855||2.5105||1.7559||3.9528||4.0969
|-
|2||Statistics||Female||2.4249||1.5911||3.0618||2.6335||2.4594||2.4609||2.5465||1.7076||3.7886||3.9545
|-
|1||Statistics||Female||2.5888||1.8513||3.2232||3.2363||2.9499||2.6758||2.9624||2.1139||3.8587||4.1297
|-
|5||Studio_Art:_2-D_Design||Female||1.4472||0.9031||2.1038||1.4314||1.1761||1.5441||1.5441||1||2.8344||2.9823
|-
|4||Studio_Art:_2-D_Design||Female||1.8808||0.6021||2.2923||1.7559||1.699||1.8976||2.0374||1||3.1584||3.3038
|-
|3||Studio_Art:_2-D_Design||Female||2.0253||1.301||2.4757||2.0212||2.0492||2.1106||2.2201||1.3802||3.3629||3.5131
|-
|2||Studio_Art:_2-D_Design||Female||2||1.301||2.29||2.0864||2.0043||2.0864||2.1004||1.3802||3.2368||3.4026
|-
|1||Studio_Art:_2-D_Design||Female||1.1139||0.4771||1.3222||1.6902||1.6128||1.2304||1.5682||1.0792||2.4082||2.6444
|-
|5||Studio_Art:_3-D_Design||Female||0.699||0||1.1139||0.7782||0.9031||0.301||0.6021||0.4771||1.9542||2.0934
|-
|4||Studio_Art:_3-D_Design||Female||0.9031||0.301||1.2788||1.1461||1||1.0414||1.1139||0||2.0864||2.2833
|-
|3||Studio_Art:_3-D_Design||Female||1.3617||0.9031||1.7243||1.4314||1.3424||1.5563||1.6021||0.6021||2.6138||2.7896
|-
|2||Studio_Art:_3-D_Design||Female||1.2041||0.699||1.5682||1.4472||1.3424||1.3424||1.4314||0.699||2.4533||2.6415
|-
|1||Studio_Art:_3-D_Design||Female||0||0.301||1||1.2553||0.7782||0.6021||0.9031||0||1.7924||2.017
|-
|5||Studio_Art:_Drawing||Female||1.6128||0.699||2.4116||1.4472||1.3802||1.5911||1.699||0.699||2.871||3.0737
|-
|4||Studio_Art:_Drawing||Female||1.7559||0.8451||2.4183||1.716||1.6902||1.8325||1.9085||1.2553||3.0708||3.2463
|-
|3||Studio_Art:_Drawing||Female||2.0374||1.1461||2.6444||2.0374||2.0899||2.179||2.2833||1.2304||3.3698||3.5429
|-
|2||Studio_Art:_Drawing||Female||1.9777||1.2041||2.3263||2.1523||2.1106||2.0492||2.0864||1.3802||3.1816||3.3735
|-
|1||Studio_Art:_Drawing||Female||1.2553||0.301||1.3979||1.9294||1.5185||1.2553||1.5563||0.699||2.3483||2.6405
|-
|5||US_History||Female||2.6928||1.4624||3.4768||2.5237||2.3766||2.8745||2.6274||1.8325||4.089||4.2455
|-
|4||US_History||Female||2.9455||2.0294||3.6308||3.0073||2.8445||3.1443||2.9248||2.2455||4.3719||4.5175
|-
|3||US_History||Female||3.0017||2.2856||3.6149||3.261||3.1248||3.181||3.1361||2.3444||4.434||4.5881
|-
|2||US_History||Female||3.1265||2.5079||3.6779||3.5472||3.4536||3.2605||3.361||2.5775||4.5033||4.6914
|-
|1||US_History||Female||3.1004||2.534||3.5539||3.8274||3.7091||3.1926||3.6125||2.7251||4.2816||4.6266
|-
|5||World_History||Female||2.0755||1.0414||2.936||2.1492||1.7853||2.3747||2.1072||1.301||3.5257||3.6926
|-
|4||World_History||Female||2.2601||1.5682||3.1082||2.5366||2.2672||2.5763||2.4654||1.6232||3.7368||3.9132
|-
|3||World_History||Female||2.5353||1.7709||3.309||2.9143||2.7042||2.7796||2.8445||2.0453||3.9349||4.1392
|-
|2||World_History||Female||2.5899||1.9294||3.262||3.0795||2.9782||2.8338||2.9854||2.1461||3.9175||4.1615
|-
|1||World_History||Female||2.6656||1.9085||3.1024||3.4038||3.2683||2.7396||3.2531||2.3201||3.7526||4.1583
|}</center>

===2007 AP Exam Scores (Percentage of Students)===
The table below contains the numbers of students and their relative proportion (percent).

<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| colspan=2| || colspan=5| '''Examination Grade''' || colspan=4| '''Summary Statistics'''
|-
| '''Disciplines''' || '''Sample Size''' || '''5''' || '''4''' || '''3''' || '''2''' || '''1''' || '''Number of Students''' || '''3 or Higher / %''' || '''Mean Grade''' || '''Standard Deviation'''
|-
| '''Art History''' || N || 2286 || 4243 || 5006 || 3550 || 3751 || 18836 || 11535 || 2.88 || 1.3
|-
| || % At || 12.13633468 || 22.52601402 || 26.57676789 || 18.84688894 || 19.91399448 || || 61.23911659 || ||
|-
| '''Biology''' || N || 27996 || 29338 || 30749 || 33664 || 23049 || 144796 || 88083 || 3.04 || 1.36
|-
| || % At || 19.33478825 || 20.26160944 || 21.23608387 || 23.24926103 || 15.91825741 || || 60.83248156 || ||
|-
| '''Calculus AB''' || N || 44409 || 39682 || 40448 || 32704 || 54450 || 211693 || 124539 || 2.94 || 1.49
|-
| || % At || 20.97802006 || 18.74506951 || 19.10691426 || 15.44878669 || 25.72120949 || || 58.83000383 || ||
|-
| '''Calculus BC''' || N || 27949 || 11489 || 12095 || 4090 || 8688 || 64311 || 51533 || 3.71 || 1.42
|-
| || % At || 43.4591283 || 17.86475098 || 18.80704701 || 6.359720732 || 13.50935299 || || 80.13092628 || ||
|-
| '''Calculus AB Subscores''' || N || 32268 || 14168 || 8915 || 4222 || 4738 || 64311 || 55351 || 4.01 || 1.25
|-
| || % At || 50.17493119 || 22.0304458 || 13.86232526 || 6.564973333 || 7.367324408 || || 86.06770226 || ||
|-
| '''Chemistry''' || N || 14820 || 17462 || 22321 || 17928 || 24605 || 97136 || 54603 || 2.79 || 1.39
|-
| || % At || 15.25695931 || 17.97685719 || 22.97912206 || 18.45659694 || 25.3304645 || || 56.21293856 || ||
|-
| '''Chinese Language''' (Total Group) || N || 2643 || 386 || 146 || 36 || 50 || 3261 || 3175 || 4.7 || 0.74
|-
| || % At || 81.04875805 || 11.83685986 || 4.477154247 || 1.103955842 || 1.533272002 || || 97.36277216 || ||
|-
| '''Chinese Language''' (Standard Group)** || N || 177 || 71 || 60 || 24 || 31 || 363 || 308 || 3.93 || 1.3
|-
| || % At || 48.76033058 || 19.55922865 || 16.52892562 || 6.611570248 || 8.539944904 || || 84.84848485 || ||
|-
| '''Computer Science''' A || N || 2902 || 3434 || 2178 || 1433 || 5102 || 15049 || 8514 || 2.84 || 1.56
|-
| || % At || 19.28367333 || 22.81879195 || 14.47272244 || 9.522227391 || 33.90258489 || || 56.57518772 || ||
|-
| '''Computer Science''' AB || N || 1682 || 997 || 926 || 473 || 986 || 5064 || 3605 || 3.38 || 1.5
|-
| || % At || 33.21484992 || 19.68799368 || 18.28593997 || 9.340442338 || 19.47077409 || || 71.18878357 || ||
|-
| '''Economics - Macro''' || N || 8462 || 14693 || 9881 || 10311 || 16769 || 60116 || 33036 || 2.8 || 1.43
|-
| || % At || 14.0761195 || 24.44108058 || 16.43655599 || 17.15183978 || 27.89440415 || || 54.95375607 || ||
|-
| '''Economics - Micro''' || N || 6080 || 10300 || 7766 || 5459 || 7778 || 37383 || 24146 || 3.04 || 1.38
|-
| || % At || 16.26407725 || 27.55263087 || 20.77414868 || 14.60289436 || 20.80624883 || || 64.59085681 || ||
|-
| '''English Language''' || N || 25840 || 51720 || 88529 || 85517 || 30624 || 282230 || 166089 || 2.85 || 1.12
|-
| || % At || 9.155653191 || 18.32547922 || 31.36767884 || 30.30046416 || 10.85072459 || || 58.84881125 || ||
|-
| '''English Literature''' || N || 20829 || 62283 || 99267 || 90050 || 26049 || 298478 || 182379 || 2.87 || 1.06
|-
| || % At || 6.978403768 || 20.86686456 || 33.25772754 || 30.16972775 || 8.727276382 || || 61.10299587 || ||
|-
| '''Environmental Science''' || N || 5670 || 12092 || 9383 || 9183 || 16088 || 52416 || 27145 || 2.66 || 1.4
|-
| || % At || 10.81730769 || 23.06929182 || 17.90102259 || 17.51945971 || 30.69291819 || || 51.7876221 || ||
|-
| '''European History''' || N || 10800 || 18314 || 34823 || 10910 || 22195 || 97042 || 63937 || 2.84 || 1.28
|-
| || % At || 11.12920179 || 18.87224089 || 35.8844624 || 11.24255477 || 22.87154016 || || 65.88590507 || ||
|-
| '''French Language''' (Total Group)** || N || 2743 || 3655 || 6643 || 4361 || 4307 || 21709 || 13041 || 2.82 || 1.28
|-
| || % At || 12.63531254 || 16.83633516 || 30.60021189 || 20.08844258 || 19.83969782 || || 60.0718596 || ||
|-
| '''French Language''' (Standard Group)** || N || 1244 || 2510 || 5331 || 3816 || 3928 || 16829 || 9085 || 2.6 || 1.2
|-
| || % At || 7.392001901 || 14.91473052 || 31.67746152 || 22.6751441 || 23.34066195 || || 53.98419395 || ||
|-
| '''French Literature''' || N || 501 || 487 || 480 || 337 || 263 || 2068 || 1468 || 3.3 || 1.34
|-
| || % At || 24.22630561 || 23.54932302 || 23.21083172 || 16.2959381 || 12.71760155 || || 70.98646035 || ||
|-
| '''German Language''' (Total Group)** || N || 1316 || 1160 || 1158 || 1043 || 720 || 5397 || 3634 || 3.24 || 1.36
|-
| || % At || 24.38391699 || 21.49342227 || 21.45636465 || 19.32555123 || 13.34074486 || || 67.33370391 || ||
|-
| '''German Language''' (Standard Group)** || N || 342 || 760 || 938 || 885 || 635 || 3560 || 2040 || 2.8 || 1.23
|-
| || % At || 9.606741573 || 21.34831461 || 26.34831461 || 24.85955056 || 17.83707865 || || 57.30337079 || ||
|-
| '''Government & Politics Comparative''' || N || 2188 || 2635 || 3000 || 3039 || 2496 || 13358 || 7823 || 2.92 || 1.35
|-
| || % At || 16.37969756 || 19.72600689 || 22.45845186 || 22.75041174 || 18.68543195 || || 58.56415631 || ||
|-
| '''Government & Politics United States''' || N || 9705 || 30488 || 43245 || 51620 || 25920 || 160978 || 83438 || 2.67 || 1.13
|-
| || % At || 6.028774118 || 18.93923393 || 26.86391929 || 32.06649356 || 16.1015791 || || 51.83192734 || ||
|-
| '''Human Geography''' || N || 3249 || 5183 || 6320 || 4724 || 9529 || 29005 || 14752 || 2.58 || 1.39
|-
| || % At || 11.20151698 || 17.86933287 || 21.78934666 || 16.2868471 || 32.85295639 || || 50.86019652 || ||
|-
| '''Italian Language''' (Total Group) || N || 252 || 209 || 393 || 329 || 459 || 1642 || 854 || 2.67 || 1.4
|-
| || % At || 15.34713764 || 12.72838002 || 23.93422655 || 20.0365408 || 27.95371498 || || 52.00974421 || ||
|-
| '''Italian Language''' (Standard Group)** || N || 85 || 138 || 311 || 292 || 433 || 1259 || 534 || 2.32 || 1.24
|-
| || % At || 6.751389992 || 10.96108022 || 24.70214456 || 23.19301033 || 34.3923749 || || 42.41461477 || ||
|-
| '''Japanese Language''' (Total Group)** || N || 724 || 154 || 314 || 152 || 323 || 1667 || 1192 || 3.48 || 1.57
|-
| || % At || 43.43131374 || 9.23815237 || 18.83623275 || 9.118176365 || 19.37612478 || || 71.50569886 || ||
|-
| '''Japanese Language''' (Standard Group)** || N || 102 || 66 || 182 || 99 || 218 || 667 || 350 || 2.6 || 1.42
|-
| || % At || 15.29235382 || 9.895052474 || 27.28635682 || 14.84257871 || 32.68365817 || || 52.47376312 || ||
|-
| '''Latin Literature''' || N || 508 || 549 || 962 || 612 || 1140 || 3771 || 2019 || 2.65 || 1.39
|-
| || % At || 13.47122779 || 14.55847255 || 25.51047468 || 16.22911695 || 30.23070804 || || 53.54017502 || ||
|-
| '''Latin Vergil''' || N || 937 || 911 || 1229 || 931 || 921 || 4929 || 3077 || 3 || 1.37
|-
| || % At || 19.00994116 || 18.4824508 || 24.9340637 || 18.88821262 || 18.68533171 || || 62.42645567 || ||
|-
| '''Music Theory''' || N || 2210 || 2263 || 3400 || 3517 || 1804 || 13194 || 7873 || 2.97 || 1.29
|-
| || % At || 16.7500379 || 17.15173564 || 25.76928907 || 26.65605578 || 13.67288161 || || 59.6710626 || ||
|-
| '''Music Theory''' Aural Subscore || N || 2184 || 2296 || 3219 || 3767 || 1728 || 13194 || 7699 || 2.96 || 1.28
|-
| || % At || 16.55297863 || 17.40184933 || 24.39745339 || 28.55085645 || 13.09686221 || || 58.35228134 || ||
|-
| '''Music Theory''' Nonaural Subscore || N || 2240 || 2305 || 3398 || 3461 || 1790 || 13194 || 7943 || 2.98 || 1.29
|-
| || % At || 16.97741398 || 17.47006215 || 25.75413067 || 26.23162043 || 13.56677278 || || 60.20160679 || ||
|-
| '''Physics B''' || N || 8869 || 9279 || 14931 || 10210 || 11601 || 54890 || 33079 || 2.88 || 1.35
|-
| || % At || 16.15777009 || 16.90471853 || 27.20167608 || 18.60083804 || 21.13499727 || || 60.26416469 || ||
|-
| '''Physics C E&M''' || N || 3787 || 2871 || 1354 || 1890 || 1290 || 11192 || 8012 || 3.53 || 1.4
|-
| || % At || 33.83666905 || 25.65225161 || 12.09792709 || 16.88706219 || 11.52609006 || || 71.58684775 || ||
|-
| '''Physics C Mechanics''' || N || 6877 || 6669 || 5268 || 3699 || 3801 || 26314 || 18814 || 3.35 || 1.38
|-
| || % At || 26.13437714 || 25.34392339 || 20.01976134 || 14.05715589 || 14.44478225 || || 71.49806187 || ||
|-
| '''Psychology''' || N || 21833 || 30430 || 23851 || 15902 || 24112 || 116128 || 76114 || 3.09 || 1.41
|-
| || % At || 18.80080601 || 26.20384403 || 20.53854368 || 13.69351061 || 20.76329567 || || 65.54319372 || ||
|-
| '''Spanish Language''' (Total Group) || N || 20397 || 25383 || 19464 || 17892 || 18063 || 101199 || 65244 || 3.12 || 1.39
|-
| || % At || 20.1553375 || 25.08226366 || 19.23339163 || 17.6800166 || 17.8489906 || || 64.4709928 || ||
|-
| '''Spanish Language''' (Standard Group)** || N || 4299 || 8269 || 8085 || 9230 || 11290 || 41173 || 20653 || 2.64 || 1.34
|-
| || % At || 10.44130862 || 20.0835499 || 19.63665509 || 22.41760377 || 27.42088262 || || 50.16151361 || ||
|-
| '''Spanish Literature''' || N || 1757 || 3464 || 4207 || 2277 || 3616 || 15321 || 9428 || 2.83 || 1.32
|-
| || % At || 11.46791985 || 22.60949024 || 27.45904314 || 14.86195418 || 23.60159259 || || 61.53645323 || ||
|-
| '''Statistics''' || N || 11643 || 21076 || 24922 || 16755 || 23637 || 98033 || 57641 || 2.8 || 1.34
|-
| || % At || 11.87661298 || 21.49888303 || 25.42205176 || 17.09118358 || 24.11126865 || || 58.79754776 || ||
|-
| '''Studio Art Drawing''' || N || 1681 || 2470 || 5043 || 3546 || 818 || 13558 || 9194 || 3.05 || 1.09
|-
| || % At || 12.39858386 || 18.21802626 || 37.19575159 || 26.15430004 || 6.03333825 || || 67.81236171 || ||
|-
| '''Studio Art 2-D Design''' || N || 1494 || 2861 || 4665 || 3674 || 716 || 13410 || 9020 || 3.06 || 1.07
|-
| || % At || 11.1409396 || 21.33482476 || 34.78747204 || 27.39746458 || 5.339299031 || || 67.26323639 || ||
|-
| '''Studio Art 3-D Design''' || N || 223 || 324 || 935 || 665 || 173 || 2320 || 1482 || 2.9 || 1.05
|-
| || % At || 9.612068966 || 13.96551724 || 40.30172414 || 28.6637931 || 7.456896552 || || 63.87931034 || ||
|-
| '''United States History''' || N || 37110 || 66325 || 74153 || 87268 || 68706 || 333562 || 177588 || 2.75 || 1.29
|-
| || % At || 11.125368 || 19.88385967 || 22.23064977 || 26.16245256 || 20.59767 || || 53.23987744 || ||
|-
| '''World History''' || N || 11461 || 17183 || 26616 || 24773 || 21942 || 101975 || 55260 || 2.72 || 1.28
|}</center>

<hr>
* SOCR Home page: http://www.socr.ucla.edu

{{translate|pageName=http://wiki.stat.ucla.edu/socr/index.php?title=SOCR_Data_Dinov_030708_APExamScores}}

SOCR Data Dinov 030708 APExamScores

2011-10-31T18:36:46Z

TracyTam: /* 2007 USA AP Exam Score Distribution (Log Transformation) */

== [[SOCR_Data |SOCR Data]] - 2007 Advanced Placement (AP) Exam Scores by Discipline==

===Data Description===
* '''Source''': [http://professionals.collegeboard.com/data-reports-research/ap/data-2007 The College Board AP Results for 2007].

* '''Summary''':
[[Image:SOCR_Data_Dinov_APExams_062408_Fig1.png|150px|thumbnail|right| [http://www.hoover.org/publications/ednext/3260116.html AP Exams] ]]

: The goals of collecting this data on AP exam scores by discipline was to gauge the individual success on an AP Exam in 2007. Most students view a grade of 3 or higher as a successful grade (grade range {1 (worst), 2, 3, 4, 5(best)}. Of interest was to evaluate the performance for each grade level, type of school, or geographic location.

: This table reflects 2,533,431 AP Examinations taken by 1,464,254 students from 16,464 secondary schools.

: Standard students generally receive most of their foreign language training in U.S. schools. They did not indicate on their answer sheet that they regularly speak or hear the foreign language of the examination, or that they have lived for one month or more in a country where the language is spoken.

===2007 AP Exam Scores (Genders and Grace Levels)===
The table below contains the raw numbers of students taking different AP exams, their scores and grade levels and genders.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || colspan="5" |Examination Grade||colspan="4"|Summary Statistics||colspan="7"|Grade Level||colspan="2"|Gender
|-
|5||4||3||2||1||Number of Students||3 or Higher%||Mean Grade||Standard Deviation||9th Grade||10th Grade||11th Grade||12th Grade||Not HS||<9th Grade||Other||Male||Female
|-
| Biology||27996||29338||30749||33664||23049||144796||88083||3.04||1.36||1368||13311||54119||70493||85||24||5396||60597||84199
|-
| Calculus AB||44409||39682||40448||32704||54450||211693||124539||2.94||1.49||190||2655||38717||162361||484||30||7256||109095||102598
|-
| Calculus AB Subscores||32268||14168||8915||4222||4738||64311||55351||4.01||1.25||.||.||.||.||.||.||.||.||.
|-
| Calculus BC||27949||11489||12095||4090||8688||64311||51533||3.71||1.42||121||1255||14142||46713||134||15||1931||38028||26283
|-
| Chemistry||14820||17462||22321||17928||24605||97136||54603||2.79||1.39||50||5550||50226||37751||220||5||3334||51743||45393
|-
| Chinese Language (Standard Group)**||177||71||60||24||31||363||308||3.93||1.30||.||.||.||.||.||.||.||.||.
|-
| Chinese Language (Total Group)**||2643||386||146||36||50||3261||3175||4.70||0.74||80||367||1193||1453||5||7||156||1482||1779
|-
| Computer Science A||2902||3434||2178||1433||5102||15049||8514||2.84||1.56||215||2508||5539||6274||13||3||497||12282||2767
|-
| Computer Science AB||1682||997||926||473||986||5064||3605||3.38||1.50||43||599||2024||2246||13||5||134||4461||603
|-
| Economics - Macro||8462||14693||9881||10311||16769||60116||33036||2.80||1.43||109||876||6684||49818||245||2||2382||32931||27185
|-
| Economics - Micro||6080||10300||7766||5459||7778||37383||24146||3.04||1.38||24||1109||5589||29006||228||2||1425||21438||15945
|-
| English Language||25840||51720||88529||85517||30624||282230||166089||2.85||1.12||90||4346||229191||37769||64||3||10767||104425||177805
|-
| English Literature||20829||62283||99267||90050||26049||298478||182379||2.87||1.06||20||651||23745||262341||151||4||11566||108109||190369
|-
| Environmental Science||5670||12092||9383||9183||16088||52416||27145||2.66||1.40||728||2068||17448||29665||45||0||2462||23129||29287
|-
| European History||10800||18314||34823||10910||22195||97042||63937||2.84||1.28||419||48885||15659||28580||36||1||3462||45075||51967
|-
| French Language (Standard Group)**||1244||2510||5331||3816||3928||16829||9085||2.60||1.20||.||.||.||.||.||.||.||.||.
|-
| French Language (Total Group)**||2743||3655||6643||4361||4307||21709||13041||2.82||1.28||162||1119||5943||13555||13||84||833||6535||15174
|-
| French Literature||501||487||480||337||263||2068||1468||3.30||1.34||10||111||489||1360||2||0||96||594||1474
|-
| German Language (Standard Group)**||342||760||938||885||635||3560||2040||2.80||1.23||.||.||.||.||.||.||.||.||
|-
| German Language (Total Group)**||1316||1160||1158||1043||720||5397||3634||3.24||1.36||80||302||1273||3505||12||39||186||2778||2619
|-
| Government & Politics Comparative||2188||2635||3000||3039||2496||13358||7823||2.92||1.35||8||711||2285||9745||15||0||594||6986||6372
|-
| Government & Politics United States||9705||30488||43245||51620||25920||160978||83438||2.67||1.13||946||8258||16900||128710||55||6||6103||75427||85551
|-
| Human Geography||3249||5183||6320||4724||9529||29005||14752||2.58||1.39||12546||5219||3874||6229||10||2||1125||13182||15823
|-
| Italian Language (Standard Group)**||85||138||311||292||433||1259||534||2.32||1.24||.||.||.||.||.||.||.||.||.
|-
| Italian Language (Total Group)**||252||209||393||329||459||1642||854||2.67||1.40||8||27||263||1267||6||0||71||582||1060
|-
| Japanese Language (Standard Group)**||102||66||182||99||218||667||350||2.60||1.42||.||.||.||.||.||.||.||.||.
|-
| Japanese Language (Total Group)**||724||154||314||152||323||1667||1192||3.48||1.57||31||96||456||1026||3||2||53||773||894
|-
| Latin Literature||508||549||962||612||1140||3771||2019||2.65||1.39||11||156||1564||1920||3||1||116||1766||2005
|-
| Latin Vergil||937||911||1229||931||921||4929||3077||3||1.37||36||313||2112||2299||1||1||167||2578||2351
|-
| Music Theory||2210||2263||3400||3517||1804||13194||7873||2.97||1.29||105||1175||4239||7189||12||15||459||7507||5687
|-
| Music Theory Aural Subscore||2184||2296||3219||3767||1728||13194||7699||2.96||1.28||.||.||.||.||.||.||.||.||.
|-
| Music Theory Nonaural Subscore||2240||2305||3398||3461||1790||13194||7943||2.98||1.29||.||.||.||.||.||.||.||.||.
|-
| Physics B||8869||9279||14931||10210||11601||54890||33079||2.88||1.35||103||1144||19411||32138||77||24||1993||35711||19179
|-
| Physics C E&M||3787||2871||1354||1890||1290||11192||8012||3.53||1.40||5||132||1275||9370||83||5||322||8678||2514
|-
| Physics C Mechanics||6877||6669||5268||3699||3801||26314||18814||3.35||1.38||8||218||3498||21651||99||9||831||19291||7023
|-
| Psychology||21833||30430||23851||15902||24112||116128||76114||3.09||1.41||123||3329||37075||70456||88||5||5052||40920||75208
|-
| Spanish Language (Standard Group)**||4299||8269||8085||9230||11290||41173||20653||2.64||1.34||.||.||.||.||.||.||.||.||.
|-
| Spanish Language (Total Group)**||20397||25383||19464||17892||18063||101199||65244||3.12||1.39||2677||11677||35429||43772||133||2864||4647||36166||65033
|-
| Spanish Literature||1757||3464||4207||2277||3616||15321||9428||2.83||1.32||129||1114||4541||8598||7||0||932||5100||10221
|-
| Statistics||11643||21076||24922||16755||23637||98033||57641||2.80||1.34||117||3964||18782||71348||193||10||3619||48854||49179
|-
| Studio Art 2-D Design||1494||2861||4665||3674||716||13410||9020||3.06||1.07||16||212||2314||10169||22||1||676||3895||9515
|-
| Studio Art 3-D Design||223||324||935||665||173||2320||1482||2.90||1.05||5||41||300||1822||5||0||147||823||1497
|-
| Studio Art Drawing||1681||2470||5043||3546||818||13558||9194||3.05||1.09||8||316||2506||10012||22||0||694||3964||9594
|-
| United States History||37110||66325||74153||87268||68706||333562||177588||2.75||1.29||354||27033||277343||17332||40||10||11450||151569||181993
|-
| World History||11461||17183||26616||24773||21942||101975||55260||2.72||1.28||4685||78011||10172||5561||19||4||3523||45716||56259
|}</center>

===2007 USA AP Exam Score Distribution===
The table below contains the numbers and scores of US students taking different AP exams.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || rowspan="2"|Examination Grade||colspan="2"|Gender||colspan="9"|Ethnic Group||rowspan="2"|Total
|-
|Male||Female||Not Stated||American Indian||Asian||Black||Mexican American||Other||Other Hispanic||Puerto Rican||White
|-
| rowspan="7"|Art History||5||730||1469||86||8||352||28||45||122||64||8||1486||2199
|-
| 4||1377||2763||160||14||670||74||138||223||213||18||2630||4140
|-
| 3||1614||3288||190||25||711||141||211||242||348||37||2997||4902
|-
| 2||1141||2332||124||16||511||145||223||163||291||35||1965||3473
|-
| 1||1296||2403||162||22||499||279||347||152||461||41||1736||3699
|-
| Total||6158||12255||722||85||2743||667||964||902||1377||139||10814||18413
|-
| Mean||2.85||2.88||2.84||2.65||2.95||2.14||2.29||3.00||2.37||2.40||3.02||2.87
|-
| rowspan="7"|Biology||5||13617||13318||731||51||7032||398||317||1150||560||96||16600||26935
|-
| 4||13026||15463||771||100||5569||808||526||1223||726||132||18634||28489
|-
| 3||12717||17312||833||140||4954||1143||824||1177||988||182||19788||30029
|-
| 2||12309||20768||997||193||4740||2089||1555||1303||1481||272||20447||33077
|-
| 1||7354||15437||737||152||2920||3585||2174||893||1965||283||10082||22791
|-
| Total||59023||82298||4069||636||25215||8023||5396||5746||5720||965||85551||141321
|-
| Mean||3.22||2.88||2.94||2.54||3.36||2.05||2.12||3.08||2.38||2.47||3.13||3.03
|-
| rowspan="7"|Calculus AB||5||25366||16543||962||84||8008||512||617||1202||901||115||29508||41909
|-
| 4||20395||17916||897||110||6279||853||798||1178||947||135||27114||38311
|-
| 3||19533||19635||983||154||6015||1213||1298||1191||1216||180||26918||39168
|-
| 2||15484||16379||749||143||4744||1417||1445||1007||1231||172||20955||31863
|-
| 1||24230||29065||1438||332||6876||5334||4557||1563||3312||405||29478||53295
|-
| Total||105008||99538||5029||823||31922||9329||8715||6141||7607||1007||133973||204546
|-
| Mean||3.07||2.76||2.84||2.36||3.12||1.91||2.02||2.91||2.33||2.39||3.05||2.92
|-
| rowspan="7"|Calculus BC||5||17507||9396||654||53||8045||247||296||918||462||80||16148||26903
|-
| 4||6460||4771||268||25||2876||219||180||415||272||38||6938||11231
|-
| 3||6450||5410||276||25||2939||306||333||384||337||42||7218||11860
|-
| 2||2091||1944||104||18||965||138||146||138||128||17||2381||4035
|-
| 1||4382||4203||223||33||1969||494||442||323||393||30||4678||8585
|-
| Total||36890||25724||1525||154||16794||1404||1397||2178||1592||207||37363||62614
|-
| Mean||3.83||3.51||3.67||3.31||3.84||2.71||2.82||3.67||3.18||3.58||3.74||3.70
|-
| rowspan="7"|Chemistry||5||9090||4631||348||25||4372||153||104||486||204||35||7994||13721
|-
| 4||9620||6935||446||38||4151||316||207||572||322||53||10450||16555
|-
| 3||11583||9871||542||85||4371||569||432||823||552||97||13983||21454
|-
| 2||8607||8788||424||76||3034||689||499||599||559||99||11416||17395
|-
| 1||10549||13633||653||144||3535||2475||1701||945||1450||205||13074||24182
|-
| Total||49449||43858||2413||368||19463||4202||2943||3425||3087||489||56917||93307
|-
| Mean||2.96||2.55||2.76||2.25||3.14||1.81||1.82||2.72||2.12||2.21||2.80||2.77
|-
| rowspan="7"|Chinese Lang & Cultures||5||854||1118||77||.||1857||.||.||20||.||.||16||1972
|-
| 4||145||158||8||.||264||.||.||7||.||.||23||303
|-
| 3||65||48||11||.||76||3||.||3||.||.||19||113
|-
| 2||14||16||1||.||14||.||.||3||.||.||10||30
|-
| 1||17||25||.||.||18||2||.||1||.||.||16||42
|-
| Total||1095||1365||97||4||2229||5||4||34||3||.||84||2460
|-
| Mean||4.65||4.71||4.66||.||4.76||2.20||.||4.24||.||.||3.15||4.68
|-
| rowspan="7"|Computer Science A||5||2386||396||51||6||717||25||25||102||51||12||1793||2782
|-
| 4||2810||491||81||8||782||56||60||124||91||14||2085||3301
|-
| 3||1726||375||48||12||485||46||51||73||61||12||1313||2101
|-
| 2||1119||261||25||6||296||41||43||59||50||11||849||1380
|-
| 1||3823||1142||144||22||1039||472||250||216||312||34||2476||4965
|-
| Total||11864||2665||349||54||3319||640||429||574||565||83||8516||14529
|-
| Mean||2.90||2.53||2.63||2.44||2.95||1.63||1.99||2.72||2.15||2.51||2.98||2.83
|-
| rowspan="7"|Computer Science AB||5||1433||179||33||2||444||15||12||63||18||6||1019||1612
|-
| 4||831||129||10||2||247||10||17||31||14||3||626||960
|-
| 3||787||105||29||1||248||13||11||43||21||2||524||892
|-
| 2||401||53||18||2||128||10||3||16||14||2||261||454
|-
| 1||820||125||27||6||224||29||32||38||32||4||553||945
|-
| Total||4272||591||117||13||1291||77||75||191||99||17||2983||4863
|-
| Mean||3.39||3.31||3.03||2.38||3.43||2.64||2.65||3.34||2.72||3.29||3.43||3.38
|-
| rowspan="7"|Economics Macro||5||5037||2469||189||14||1819||68||111||278||189||20||4818||7506
|-
| 4||8373||5251||374||36||2698||279||303||495||505||47||8887||13624
|-
| 3||5234||4058||241||32||1644||313||360||341||409||44||5908||9292
|-
| 2||5146||4718||301||34||1617||402||542||364||529||75||6000||9864
|-
| 1||7212||9203||502||83||2015||1687||1746||586||1805||178||7813||16415
|-
| Total||31002||25699||1607||199||9793||2749||3062||2064||3437||364||33426||56701
|-
| Mean||2.96||2.50||2.66||2.32||3.07||1.78||1.85||2.77||2.05||2.05||2.91||2.75
|-
| rowspan="7"|Economics Micro||5||3697||1401||152||9||1261||44||49||193||78||10||3302||5098
|-
| 4||5791||3369||260||20||1871||177||175||340||249||32||6036||9160
|-
| 3||4012||3090||209||20||1242||226||209||264||249||47||4636||7102
|-
| 2||2654||2457||157||18||788||238||234||182||189||32||3273||5111
|-
| 1||3360||4115||247||26||950||960||635||266||619||132||3640||7475
|-
| Total||19514||14432||1025||93||6112||1645||1302||1245||1384||253||20887||33946
|-
| Mean||3.20||2.69||2.92||2.66||3.28||1.85||2.05||3.01||2.26||2.04||3.10||2.98
|-
| rowspan="7"|English Lang & Composition||5||10163||15274||704||62||3680||402||333||1100||609||92||18455||25437
|-
| 4||19690||31194||1382||209||6156||1281||1189||2043||1592||231||36801||50884
|-
| 3||31986||55167||2391||476||9374||3941||3697||3206||3726||566||59776||87153
|-
| 2||29442||54801||2560||663||8342||7901||7949||3130||6296||804||46598||84243
|-
| 1||11540||18709||1035||300||2122||6162||4937||989||3997||342||10365||30249
|-
| Total||102821||175145||8072||1710||29674||19687||18105||10468||16220||2035||171995||277966
|-
| Mean||2.88||2.83||2.77||2.46||3.03||2.08||2.12||2.92||2.29||2.47||3.04||2.85
|-
| rowspan="7"|English Lit & Composition||5||6482||13815||645||39||2628||264||237||871||365||72||15176||20297
|-
| 4||21394||39453||1737||213||6731||1413||1054||2151||1495||252||45801||60847
|-
| 3||35632||61469||2744||470||9489||4196||3090||3162||3487||644||69819||97101
|-
| 2||32099||56235||2574||651||8637||9177||6305||3068||5555||934||51433||88334
|-
| 1||10314||15424||855||254||2138||6879||3148||857||2974||357||8276||25738
|-
| Total||105921||186396||8555||1627||29623||21929||13834||10109||13876||2259||190505||292317
|-
| Mean||2.83||2.89||2.85||2.47||2.97||2.04||2.20||2.91||2.33||2.45||3.04||2.87
|-
| rowspan="7"|Environmental Science||5||3313||2270||177||10||824||53||69||205||123||21||4101||5583
|-
| 4||6146||5798||365||36||1420||246||244||460||401||61||8711||11944
|-
| 3||4264||5029||285||35||1054||314||244||369||358||53||6581||9293
|-
| 2||3682||5421||300||50||973||416||323||336||479||61||6165||9103
|-
| 1||5464||10511||560||94||1593||1951||1072||644||1520||181||8360||15975
|-
| Total||22869||29029||1687||225||5864||2980||1952||2014||2881||377||33918||51898
|-
| Mean||2.92||2.45||2.58||2.19||2.81||1.67||1.93||2.63||2.00||2.15||2.82||2.65
|-
| rowspan="7"|European History||5||5633||4933||301||19||1662||109||120||425||262||29||7639||10566
|-
| 4||9106||8811||527||61||2481||304||275||753||508||78||12930||17917
|-
| 3||16137||18077||986||139||4169||939||881||1393||1098||181||24428||34214
|-
| 2||4661||6079||324||56||1271||438||408||401||455||74||7313||10740
|-
| 1||8737||13161||730||116||2377||1761||1557||927||1364||227||12839||21898
|-
| Total||44274||51061||2868||391||11960||3551||3241||3899||3687||589||65149||95335
|-
| Mean||2.96||2.73||2.77||2.52||2.98||2.03||2.07||2.83||2.42||2.33||2.93||2.84
|-
| rowspan="7"|French Language||5||701||1450||91||1||201||144||23||170||87||6||1428||2151
|-
| 4||884||2221||114||4||374||182||58||220||111||10||2032||3105
|-
| 3||1810||4237||193||10||783||302||180||298||273||7||4001||6047
|-
| 2||1161||2981||163||12||498||204||181||180||191||7||2706||4142
|-
| 1||1286||2924||134||12||466||300||329||188||308||25||2448||4210
|-
| Total||5842||13813||695||39||2322||1132||771||1056||970||55||12615||19655
|-
| Mean||2.75||2.73||2.81||2.23||2.72||2.70||2.05||3.00||2.46||2.36||2.78||2.74
|-
| rowspan="7"|French Literature||5||118||314||28||.||44||13||6||28||14||2||297||432
|-
| 4||114||319||16||.||53||23||4||24||11||2||300||433
|-
| 3||121||322||24||.||50||27||5||25||17||||294||443
|-
| 2||101||217||14||.||38||17||10||20||13||1||205||318
|-
| 1||85||166||7||.||24||17||3||12||20||1||167||251
|-
| Total||539||1338||89||1||209||97||28||109||75||6||1263||1877
|-
| Mean||3.15||3.30||3.49||.||3.26||2.98||3.00||3.33||2.81||3.50||3.28||3.25
|-
| rowspan="7"|German Language||5||464||510||39||2||48||18||1||44||13||1||808||974
|-
| 4||533||530||25||4||72||14||10||46||20||1||871||1063
|-
| 3||600||516||29||3||67||15||9||37||24||3||929||1116
|-
| 2||530||499||30||3||62||11||16||39||19||6||843||1029
|-
| 1||415||298||20||7||44||30||24||24||30||5||529||713
|-
| Total||2542||2353||143||19||293||88||60||190||106||16||3980||4895
|-
| Mean||3.04||3.19||3.23||2.53||3.06||2.76||2.13||3.25||2.69||2.19||3.15||3.11
|-
| rowspan="7"|Government Politics Comp||5||1256||784||60||2||281||28||29||78||62||8||1492||2040
|-
| 4||1461||1057||92||11||340||47||50||106||77||11||1784||2518
|-
| 3||1488||1390||104||17||344||90||61||134||103||23||2002||2878
|-
| 2||1481||1456||85||10||322||156||81||148||127||17||1991||2937
|-
| 1||1072||1382||106||22||262||262||134||114||147||24||1383||2454
|-
| Total||6758||6069||447||62||1549||583||355||580||516||83||8652||12827
|-
| Mean||3.05||2.74||2.81||2.37||3.04||2.01||2.32||2.80||2.57||2.54||3.00||2.90
|-
| rowspan="7"|Government Politics US||5||5392||4272||267||18||1341||127||138||359||186||25||7203||9664
|-
| 4||16375||13992||829||100||3901||580||624||1113||825||131||22264||30367
|-
| 3||21584||21509||1101||179||5304||1464||1385||1518||1544||242||30356||43093
|-
| 2||22468||28942||1483||279||6275||3227||3145||1925||2815||401||31860||51410
|-
| 1||9325||16487||757||160||2885||4032||3439||972||3194||304||10069||25812
|-
| Total||75144||85202||4437||736||19706||9430||8731||5887||8564||1103||101752||160346
|-
| Mean||2.81||2.54||2.63||2.37||2.72||1.89||1.96||2.65||2.07||2.25||2.85||2.67
|-
| rowspan="7"|Human Geography||5||1765||1310||72||10||446||69||44||122||96||17||2199||3075
|-
| 4||2538||2491||145||16||639||184||89||187||228||22||3519||5029
|-
| 3||2929||3260||169||21||676||323||170||252||411||63||4104||6189
|-
| 2||2019||2627||140||24||448||386||210||176||350||60||2852||4646
|-
| 1||3614||5834||329||44||710||1843||645||385||949||196||4347||9448
|-
| Total||12865||15522||855||115||2919||2805||1158||1122||2034||358||17021||28387
|-
| Mean||2.75||2.41||2.40||2.34||2.88||1.66||1.86||2.54||2.10||1.89||2.79||2.56
|-
| rowspan="7"|Italian Language||5||73||122||6||.||5||2||4||11||32||2||131||195
|-
| 4||61||127||8||.||2||2||9||8||41||1||117||188
|-
| 3||127||258||11||.||23||3||13||13||63||7||252||385
|-
| 2||114||214||12||.||16||5||7||12||41||5||230||328
|-
| 1||172||287||19||.||18||9||11||14||27||9||352||459
|-
| Total||547||1008||56||2||64||21||44||58||204||24||1082||1555
|-
| Mean||2.54||2.59||2.46||.||2.38||2.19||2.73||2.83||3.05||2.25||2.49||2.57
|-
| rowspan="7"|Japanese Lang & Culture||5||210||226||18||.||351||1||||30||1||.||34||436
|-
| 4||63||66||6||.||79||1||1||5||2||.||34||129
|-
| 3||131||171||15||.||172||9||4||13||4||.||85||302
|-
| 2||68||79||4||.||67||7||1||13||1||.||54||147
|-
| 1||163||151||13||.||116||9||7||18||12||.||136||314
|-
| Total||635||693||56||1||785||27||13||79||20||4||343||1328
|-
| Mean||3.14||3.20||3.21||.||3.61||2.19||1.92||3.20||1.95||.||2.35||3.17
|-
| rowspan="7"|Latin Literature||5||239||265||18||1||92||10||3||22||7||2||349||504
|-
| 4||243||302||18||||83||17||3||27||3||1||393||545
|-
| 3||450||503||31||2||117||27||12||41||10||1||712||953
|-
| 2||276||332||23||3||60||21||11||22||7||.||461||608
|-
| 1||553||585||35||7||134||42||17||46||41||5||811||1138
|-
| Total||1761||1987||125||13||486||117||46||158||68||9||2726||3748
|-
| Mean||2.62||2.66||2.69||1.85||2.87||2.42||2.22||2.73||1.94||2.44||2.64||2.64
|-
| rowspan="7"|Latin Vergil||5||489||436||32||.||136||16||6||48||11||1||675||925
|-
| 4||512||393||36||4||109||15||6||42||12||4||677||905
|-
| 3||646||582||34||6||137||28||12||49||21||5||936||1228
|-
| 2||475||453||26||5||77||28||16||34||23||3||716||928
|-
| 1||449||471||40||8||66||32||26||28||22||1||697||920
|-
| Total||2571||2335||168||23||525||119||66||201||89||14||3701||4906
|-
| Mean||3.05||2.94||2.96||2.26||3.33||2.62||2.24||3.24||2.63||3.07||2.98||3.00
|-
| rowspan="7"|Music Theory||5||1359||779||73||5||334||32||21||57||38||8||1570||2138
|-
| 4||1277||946||72||10||299||52||35||64||40||12||1639||2223
|-
| 3||1880||1482||86||20||380||102||67||104||126||32||2445||3362
|-
| 2||1886||1596||119||18||362||224||109||127||153||41||2329||3482
|-
| 1||1011||777||64||15||146||249||82||62||165||30||975||1788
|-
| Total||7413||5580||414||68||1521||659||314||414||522||123||8958||12993
|-
| Mean||3.01||2.88||2.93||2.59||3.21||2.08||2.38||2.82||2.30||2.41||3.06||2.96
|-
| rowspan="7"|Physics B||5||6142||1856||203||20||2031||54||69||288||137||28||5168||7998
|-
| 4||6279||2507||235||27||1750||133||128||276||194||35||6008||8786
|-
| 3||9545||4884||406||42||2664||310||364||510||396||60||9677||14429
|-
| 2||6085||3896||257||43||1755||414||384||315||403||63||6347||9981
|-
| 1||6148||5293||340||74||1810||1137||1112||431||882||89||5566||11441
|-
| Total||34199||18436||1441||206||10010||2048||2057||1820||2012||275||32766||52635
|-
| Mean||3.01||2.55||2.79||2.40||3.04||1.81||1.86||2.82||2.16||2.45||2.97||2.85
|-
| rowspan="7"|Physics C Elec & Magnet||5||2971||616||97||7||1107||28||23||120||59||5||2141||3587
|-
| 4||2143||622||70||13||755||40||31||101||59||9||1687||2765
|-
| 3||987||332||28||3||351||32||29||37||22||6||811||1319
|-
| 2||1339||503||61||5||425||47||34||56||48||8||1158||1842
|-
| 1||918||357||39||3||306||40||40||47||64||5||731||1275
|-
| Total||8358||2430||295||31||2944||187||157||361||252||33||6528||10788
|-
| Mean||3.59||3.26||3.42||3.52||3.66||2.83||2.76||3.53||3.00||3.03||3.51||3.51
|-
| rowspan="7"|Physics C Mechanics||5||5252||1252||166||16||1894||45||52||207||107||18||3999||6504
|-
| 4||4847||1634||188||12||1490||74||76||218||138||26||4259||6481
|-
| 3||3789||1381||137||26||1034||106||102||157||134||19||3455||5170
|-
| 2||2478||1163||93||24||703||119||97||108||144||23||2330||3641
|-
| 1||2328||1430||109||20||771||270||230||136||226||25||1971||3758
|-
| Total||18694||6860||693||98||5892||614||557||826||749||111||16014||25554
|-
| Mean||3.44||3.02||3.30||2.80||3.51||2.19||2.32||3.31||2.67||2.90||3.37||3.33
|-
| rowspan="7"|Psychology||5||7439||13750||589||59||3260||384||233||783||575||101||15205||21189
|-
| 4||10963||18770||844||125||3776||1064||545||1127||1110||184||20958||29733
|-
| 3||8488||14926||656||117||2645||1212||597||847||1008||183||16149||23414
|-
| 2||5378||10244||466||77||1664||1196||548||568||839||138||10126||15622
|-
| 1||7682||15958||818||124||2521||3665||1469||945||2098||283||11717||23640
|-
| Total||39950||73648||3373||502||13866||7521||3392||4270||5630||889||74155||113598
|-
| Mean||3.13||3.06||2.98||2.84||3.26||2.11||2.27||3.06||2.51||2.64||3.24||3.08
|-
| rowspan="7"|Spanish Language||5||6585||13170||529||6||809||91||7237||416||6845||356||3466||19755
|-
| 4||8649||16516||790||22||1334||228||8890||543||6575||461||6322||25165
|-
| 3||6886||12473||598||32||1211||314||6239||468||4108||331||6058||19359
|-
| 2||6435||11365||580||43||1327||458||4785||483||3121||303||6700||17800
|-
| 1||7121||10879||642||56||1388||1210||3488||549||2397||274||7996||18000
|-
| Total||35676||64403||3139||159||6069||2301||30639||2459||23046||1725||30542||100079
|-
| Mean||3.03||3.15||2.99||2.24||2.81||1.93||3.38||2.92||3.54||3.19||2.69||3.11
|-
| rowspan="7"|Spanish Literature||5||452||1057||47||1||78||9||413||40||536||17||368||1509
|-
| 4||946||2324||104||1||148||24||1283||65||1024||41||580||3270
|-
| 3||1309||2812||95||1||111||30||1929||69||1355||48||483||4121
|-
| 2||742||1520||57||2||48||17||1114||28||751||32||213||2262
|-
| 1||1415||2173||149||3||49||56||1676||53||1177||84||341||3588
|-
| Total||4864||9886||452||8||434||136||6415||255||4843||222||1985||14750
|-
| Mean||2.65||2.86||2.65||2.38||3.36||2.36||2.63||3.04||2.79||2.44||3.21||2.79
|-
| rowspan="7"|Statistics||5||7099||4232||264||16||2675||92||98||342||152||31||7661||11331
|-
| 4||11470||9124||505||65||3697||335||265||583||445||67||14632||20594
|-
| 3||11984||12499||606||95||3668||645||520||751||697||97||17404||24483
|-
| 2||7526||9005||501||74||2228||748||543||529||640||100||11168||16531
|-
| 1||9864||13479||741||123||3142||2776||1516||833||1518||239||12455||23343
|-
| Total||47943||48339||2617||373||15410||4596||2942||3038||3452||534||63320||96282
|-
| Mean||2.97||2.62||2.64||2.40||3.03||1.74||1.94||2.69||2.15||2.16||2.90||2.79
|-
| rowspan="7"|Studio Art 2-D Design||5||471||959||41||8||172||41||30||57||66||11||1004||1430
|-
| 4||755||2012||110||10||275||95||82||104||149||16||1926||2767
|-
| 3||1267||3258||156||28||390||198||177||164||236||38||3138||4525
|-
| 2||1037||2526||146||32||271||215||164||154||208||37||2336||3563
|-
| 1||261||440||23||4||36||84||63||28||64||16||383||701
|-
| Total||3791||9195||476||82||1144||633||516||507||723||118||8787||12986
|-
| Mean||3.04||3.06||3.00||2.83||3.24||2.67||2.71||3.02||2.92||2.74||3.09||3.05
|-
| rowspan="7"|Studio Art 3-D Design||5||93||123||6||||14||7||9||3||10||2||165||216
|-
| 4||124||191||13||2||27||18||17||11||24||1||202||315
|-
| 3||304||615||37||7||69||34||44||50||58||3||617||919
|-
| 2||223||437||25||6||51||41||41||33||42||6||415||660
|-
| 1||68||103||1||1||18||22||14||10||15||||90||171
|-
| Total||812||1469||82||16||179||122||125||107||149||12||1489||2281
|-
| Mean||2.94||2.86||2.98||2.63||2.82||2.57||2.73||2.66||2.81||2.92||2.96||2.89
|-
| rowspan="7"|Studio Art Drawing||5||424||1184||57||4||312||55||38||57||80||10||995||1608
|-
| 4||614||1762||73||10||350||87||94||84||128||21||1529||2376
|-
| 3||1407||3490||162||22||589||214||220||210||287||37||3156||4897
|-
| 2||1049||2362||144||23||315||257||234||150||201||31||2056||3411
|-
| 1||348||436||36||7||52||157||72||32||69||12||347||784
|-
| Total||3842||9234||472||66||1618||770||658||533||765||111||8083||13076
|-
| Mean||2.93||3.10||2.94||2.71||3.34||2.51||2.68||2.97||2.93||2.87||3.10||3.05
|-
| rowspan="7"|US History||5||19202||17597||1057||80||6010||611||524||1529||871||134||25983||36799
|-
| 4||32938||32925||1773||243||8289||1704||1493||2647||1752||315||47647||65863
|-
| 3||34953||38735||1968||339||7943||2938||2524||2697||2539||393||52347||73688
|-
| 2||37502||49139||2430||545||8607||5536||5110||3099||4078||650||56586||86641
|-
| 1||25869||42321||2118||540||6089||10268||8330||2446||6283||844||31272||68190
|-
| Total||150464||180717||9346||1747||36938||21057||17981||12418||15523||2336||213835||331181
|-
| Mean||2.88||2.64||2.70||2.30||2.99||1.90||1.93||2.82||2.15||2.25||2.91||2.75
|-
| rowspan="7"|World History||5||6296||4926||260||31||1921||244||168||526||299||51||7722||11222
|-
| 4||8766||8188||402||70||2570||591||451||726||577||84||11483||16954
|-
| 3||12593||13777||696||130||3841||1357||1067||1079||1301||215||16684||26370
|-
| 2||10102||14503||690||131||3166||1990||1754||1058||1714||249||13853||24605
|-
| 1||7472||14396||743||128||1951||3754||2939||807||2727||344||8475||21868
|-
| Total||45229||55790||2791||490||13449||7936||6379||4196||6618||943||58217||101019
|-
| Mean||2.92||2.55||2.55||2.48||2.95||1.94||1.93||2.79||2.09||2.20||2.93||2.71
|-
| rowspan="6"|Number of Students at Each Grade Level||9/10||101538||124905||5760||935||30886||14085||17858||9133||15675||1879||130232||226443
|-
| 11||232003||309833||12672||2918||60620||34079||36140||19844||32393||4088||339082||541836
|-
| 12||263655||340942||13422||2986||66847||40389||31527||19353||32595||4974||392504||604597
|-
| <9||1198||1941||45||2||61||16||2041||44||762||5||163||3139
|-
| Not HS||25269||30885||9347||243||4091||4005||3941||1894||3949||496||28188||56154
|-
| Total||623663||808506||41246||7084||162505||92574||91507||50268||85374||11442||890169||1432169
|}
</center>

===2007 USA AP Exam Score Distribution (Log Transformation)===

The table below is a transformation of the 2007 USA AP Exam Score Distribution table above. The style of the table was reformatted and the data was changed by adding 1 to the numbers and then taking a logarithm of result (<math>log_{10}(data+1)</math>). Also, the missing data present in the previous table have been substituted with zeroes.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| '''Examination_Grade'''||'''Discipline'''||'''Gender'''||'''Not_Stated'''||'''American_Indian'''||'''Asian'''||'''Black'''||'''Mexican_American'''||'''Other'''||'''Other_Hispanic'''||'''Puerto_Rican'''||'''White'''||'''Total'''
|-
|5||Art_History||Male||1.4472||0||2.1206||0.7782||1.301||1.5441||1.4314||0.7782||2.6848||2.8639
|-
|4||Art_History||Male||1.6812||0.7782||2.3909||1.3617||1.7559||1.8808||1.9395||0.8451||2.9222||3.1392
|-
|3||Art_History||Male||1.8633||0.9542||2.4281||1.6021||1.9085||1.9638||2.0755||1||2.9689||3.2082
|-
|2||Art_History||Male||1.5682||0.4771||2.3201||1.7076||1.8921||1.716||2.0569||1.1461||2.7723||3.0577
|-
|1||Art_History||Male||1.8692||0.699||2.3054||1.959||2.1239||1.7324||2.1847||1.2553||2.7597||3.1129
|-
|5||Biology||Male||2.5717||1.415||3.5492||2.2148||2.2923||2.7672||2.4843||1.7324||3.9233||4.1341
|-
|4||Biology||Male||2.5798||1.699||3.4252||2.4914||2.4409||2.7459||2.5729||1.7634||3.9226||4.1148
|-
|3||Biology||Male||2.5587||1.8261||3.3387||2.6138||2.6117||2.6998||2.6355||1.9345||3.9179||4.1044
|-
|2||Biology||Male||2.6117||1.8865||3.2929||2.8215||2.8319||2.6721||2.7649||2.0645||3.8668||4.0903
|-
|1||Biology||Male||2.4669||1.7324||3.0386||3.0149||2.8585||2.4871||2.7889||1.9191||3.4998||3.8666
|-
|5||Calculus_AB||Male||2.7789||1.8261||3.6518||2.4502||2.6232||2.8439||2.7474||1.8976||4.2597||4.4043
|-
|4||Calculus_AB||Male||2.7101||1.8129||3.5053||2.6375||2.6637||2.7657||2.7185||1.8633||4.1629||4.3095
|-
|3||Calculus_AB||Male||2.7143||1.8921||3.4544||2.7267||2.8531||2.7574||2.8082||1.9731||4.1317||4.2908
|-
|2||Calculus_AB||Male||2.5843||1.9085||3.3537||2.7482||2.8633||2.6812||2.7767||1.8865||4.0139||4.1899
|-
|1||Calculus_AB||Male||2.8494||2.1703||3.5037||3.2938||3.3058||2.8306||3.1486||2.3032||4.1436||4.3844
|-
|5||Calculus_BC||Male||2.6314||1.6021||3.6902||2.1732||2.3263||2.7551||2.5211||1.7634||4.0345||4.2432
|-
|4||Calculus_BC||Male||2.1847||1.301||3.1872||2.0607||2.0607||2.3856||2.2625||1.3979||3.6102||3.8103
|-
|3||Calculus_BC||Male||2.2253||1.2304||3.187||2.1847||2.3054||2.3502||2.2989||1.3222||3.5952||3.8096
|-
|2||Calculus_BC||Male||1.7559||1.1139||2.6785||1.8129||1.9395||1.8062||1.8261||1||3.1004||3.3206
|-
|1||Calculus_BC||Male||2.0682||1.2041||3.006||2.3096||2.3541||2.1959||2.3075||1.3222||3.3861||3.6418
|-
|5||Chemistry||Male||2.3483||1.2041||3.4203||1.9868||1.8513||2.525||2.1367||1.3222||3.7456||3.9586
|-
|4||Chemistry||Male||2.4393||1.415||3.3506||2.2201||2.1584||2.5198||2.2945||1.5441||3.7933||3.9832
|-
|3||Chemistry||Male||2.4548||1.7324||3.3418||2.4281||2.3997||2.6212||2.4728||1.7243||3.8904||4.0639
|-
|2||Chemistry||Male||2.3424||1.6532||3.1647||2.4298||2.4048||2.444||2.4281||1.716||3.7611||3.9349
|-
|1||Chemistry||Male||2.4955||1.8388||3.2014||2.9581||2.8965||2.6085||2.7875||1.9138||3.7626||4.0233
|-
|5||Chinese_Lang._&_Cultures||Male||1.6628||0||2.8976||0||0||0.9542||0||0||1.1139||2.932
|-
|4||Chinese_Lang._&_Cultures||Male||0.699||0||2.1106||0||0||0.6021||0||0||1.0414||2.1644
|-
|3||Chinese_Lang._&_Cultures||Male||0.699||0||1.6628||0||0||0.4771||0||0||1.1139||1.8195
|-
|2||Chinese_Lang._&_Cultures||Male||0.301||0||0.9031||0||0||0.4771||0||0||0.6021||1.1761
|-
|1||Chinese_Lang._&_Cultures||Male||0||0||0.9542||0||0||0.301||0||0||0.9031||1.2553
|-
|5||Computer_Science_A||Male||1.6532||0.699||2.7497||1.3617||1.3617||1.9494||1.6532||1.1139||3.2014||3.3779
|-
|4||Computer_Science_A||Male||1.8751||0.8451||2.7745||1.6812||1.7404||2.0374||1.8865||1.1461||3.2646||3.4489
|-
|3||Computer_Science_A||Male||1.6232||1.1139||2.5587||1.5315||1.6232||1.7993||1.6902||1||3.0492||3.2373
|-
|2||Computer_Science_A||Male||1.3617||0.7782||2.3243||1.5051||1.4472||1.6628||1.6232||1||2.8633||3.0492
|-
|1||Computer_Science_A||Male||2.017||1.301||2.8745||2.4843||2.2553||2.2068||2.3522||1.4624||3.3137||3.5825
|-
|5||Computer_Science_AB||Male||1.4771||0.4771||2.5705||1.1461||1.0792||1.7243||1.1761||0.8451||2.9713||3.1565
|-
|4||Computer_Science_AB||Male||1||0.4771||2.301||0.9542||1.1761||1.4314||1.0414||0.6021||2.749||2.9201
|-
|3||Computer_Science_AB||Male||1.4624||0.301||2.301||1.0792||1||1.5798||1.2788||0.4771||2.6839||2.8965
|-
|2||Computer_Science_AB||Male||1.1761||0.4771||2.0374||1||0.4771||1.1761||1.0792||0.301||2.382||2.6042
|-
|1||Computer_Science_AB||Male||1.415||0.7782||2.2529||1.415||1.4472||1.5315||1.4624||0.6021||2.6964||2.9143
|-
|5||Economics_Macro||Male||2.1206||1.0414||3.0374||1.6628||1.8976||2.2648||2.143||1.1139||3.5253||3.7023
|-
|4||Economics_Macro||Male||2.3655||1.4624||3.1928||2.1492||2.2405||2.4669||2.5011||1.5185||3.7485||3.9229
|-
|3||Economics_Macro||Male||2.1335||1.3222||2.9294||2.1614||2.3263||2.2765||2.3927||1.2788||3.5345||3.7189
|-
|2||Economics_Macro||Male||2.2175||1.2788||2.9206||2.281||2.4346||2.2788||2.4216||1.5441||3.5032||3.7116
|-
|1||Economics_Macro||Male||2.3802||1.6335||2.9736||2.7945||2.8779||2.4048||2.8457||1.9294||3.5538||3.8581
|-
|5||Economics_Micro||Male||2.0374||1||2.9149||1.4771||1.6021||2.1703||1.7924||0.9031||3.3939||3.568
|-
|4||Economics_Micro||Male||2.2095||1.2304||3.0358||1.9731||2.0453||2.3304||2.233||1.3222||3.5937||3.7628
|-
|3||Economics_Micro||Male||2.1038||1.0792||2.8055||2.0453||2.0492||2.1492||2.2175||1.3979||3.4296||3.6035
|-
|2||Economics_Micro||Male||1.9243||1||2.6053||2.0645||2.0492||1.9685||2.0086||1.2041||3.2373||3.4241
|-
|1||Economics_Micro||Male||2.0828||0.9542||2.6415||2.5563||2.4564||2.1004||2.4533||1.7853||3.2263||3.5265
|-
|5||English_Lang._&_Composition||Male||2.4843||1.415||3.1937||2.1673||2.1206||2.6138||2.3692||1.5563||3.8645||4.0071
|-
|4||English_Lang._&_Composition||Male||2.7551||1.9294||3.4082||2.6314||2.6875||2.8698||2.7716||1.8976||4.151||4.2943
|-
|3||English_Lang._&_Composition||Male||2.9489||2.2201||3.5788||3.0774||3.1414||3.0671||3.1166||2.3365||4.34||4.505
|-
|2||English_Lang._&_Composition||Male||2.9991||2.382||3.5224||3.3518||3.44||3.0237||3.3134||2.4456||4.2171||4.469
|-
|1||English_Lang._&_Composition||Male||2.6345||2.0607||2.9595||3.2914||3.2867||2.5694||3.1367||2.1614||3.635||4.0622
|-
|5||English_Lit._&_Composition||Male||2.3263||1.1139||2.917||1.7782||1.8573||2.4393||2.0334||1.2788||3.6907||3.8118
|-
|4||English_Lit._&_Composition||Male||2.8007||1.9395||3.4113||2.5717||2.549||2.8506||2.7243||1.9685||4.2054||4.3303
|-
|3||English_Lit._&_Composition||Male||3.0278||2.2253||3.5807||3.0759||3.0473||3.0531||3.1041||2.3784||4.4091||4.5519
|-
|2||English_Lit._&_Composition||Male||3.0103||2.3404||3.5505||3.405||3.3581||3.0318||3.2721||2.4843||4.2842||4.5065
|-
|1||English_Lit._&_Composition||Male||2.5999||1.9912||3.0082||3.3533||3.1011||2.5428||3.0338||2.1335||3.571||4.0135
|-
|5||Environmental_Science||Male||2||0.9031||2.6848||1.5563||1.6721||2.0607||1.8921||1.1761||3.3872||3.5204
|-
|4||Environmental_Science||Male||2.2833||1.2041||2.8645||2.0864||2.1523||2.3444||2.356||1.5315||3.6502||3.7887
|-
|3||Environmental_Science||Male||2.1239||1.2788||2.7076||2.1761||2.0682||2.238||2.2788||1.3617||3.471||3.6299
|-
|2||Environmental_Science||Male||2.1523||1.2788||2.6232||2.2405||2.1367||2.1553||2.3243||1.415||3.3836||3.5662
|-
|1||Environmental_Science||Male||2.3444||1.5563||2.781||2.8162||2.5611||2.3324||2.6955||1.7782||3.4506||3.7376
|-
|5||European_History||Male||2.2304||1.1139||2.9263||1.716||1.8062||2.3284||2.1614||1.3424||3.6148||3.7508
|-
|4||European_History||Male||2.4378||1.5798||3.0906||2.0864||2.1335||2.5575||2.3962||1.5798||3.8238||3.9594
|-
|3||European_History||Male||2.6684||1.8751||3.2828||2.5658||2.6274||2.7709||2.6693||1.9138||4.0703||4.2078
|-
|2||European_History||Male||2.1818||1.415||2.734||2.1987||2.238||2.2455||2.2648||1.4771||3.5091||3.6686
|-
|1||European_History||Male||2.4771||1.6902||2.9768||2.7846||2.7752||2.5011||2.7275||1.9638||3.7244||3.9414
|-
|5||French:_Language||Male||1.5315||0.301||1.8325||1.7324||0.9031||1.7076||1.301||0.301||2.673||2.8463
|-
|4||French:_Language||Male||1.4314||0.4771||2.0043||1.8865||1.3222||1.7993||1.3802||0.4771||2.7589||2.9469
|-
|3||French:_Language||Male||1.7853||0.6021||2.4099||2.0645||1.7993||1.9777||1.8808||0.4771||3.0584||3.2579
|-
|2||French:_Language||Male||1.7404||0.9031||2.1875||1.7853||1.7559||1.6628||1.7243||0.301||2.8657||3.0652
|-
|1||French:_Language||Male||1.6902||0.7782||2.2014||1.9542||1.9731||1.7076||2||0.9542||2.8675||3.1096
|-
|5||French:_Literature||Male||0.8451||0||1.2041||0.699||0.699||0.8451||0.7782||0||1.8921||2.0755
|-
|4||French:_Literature||Male||0.7782||0||1.0414||0.8451||0.4771||1||0.699||0||1.8921||2.0607
|-
|3||French:_Literature||Male||1.0792||0||1.1139||0.8451||0.4771||0.7782||1||0||1.8808||2.0864
|-
|2||French:_Literature||Male||0.9031||0||1.1461||1||0.7782||0.699||0.6021||0||1.7782||2.0086
|-
|1||French:_Literature||Male||0.301||0||0.8451||0.9031||0.301||0.9542||1||0||1.7324||1.9345
|-
|5||German:_Language||Male||1.2788||0.301||1.3617||0.8451||0.301||1.3979||0.9031||0.301||2.5855||2.6675
|-
|4||German:_Language||Male||1.0792||0.4771||1.6232||0.7782||0.9031||1.3617||0.9031||0||2.6425||2.7275
|-
|3||German:_Language||Male||1.2788||0.4771||1.5563||0.699||0.7782||1.3424||1||0||2.705||2.7789
|-
|2||German:_Language||Male||1.1761||0.4771||1.5441||0.8451||0.699||1.2304||1.0792||0.699||2.6435||2.7251
|-
|1||German:_Language||Male||1.0792||0.8451||1.4914||1.1139||1.1761||1.1461||1.2041||0.6021||2.4942||2.6191
|-
|5||Government_Politics_Comp.||Male||1.6232||0.4771||2.2201||1.2553||1.301||1.7243||1.5798||0.699||2.9638||3.0993
|-
|4||Government_Politics_Comp.||Male||1.7324||0.8451||2.2455||1.3802||1.4771||1.8129||1.6532||0.9031||3.0257||3.1649
|-
|3||Government_Politics_Comp.||Male||1.7324||0.9031||2.2304||1.5911||1.5682||1.8692||1.6721||1.1461||3.0228||3.1729
|-
|2||Government_Politics_Comp.||Male||1.6902||0.7782||2.2122||1.7853||1.5682||1.7782||1.7482||1||3.0204||3.1708
|-
|1||Government_Politics_Comp.||Male||1.6902||1||2.0864||1.9823||1.7709||1.6532||1.699||1.0414||2.8055||3.0306
|-
|5||Government_Politics_U.S.||Male||2.1959||1.1139||2.8451||1.8195||1.9138||2.2967||1.9191||1.2304||3.6112||3.7318
|-
|4||Government_Politics_U.S.||Male||2.6794||1.7709||3.3069||2.3838||2.5328||2.7664||2.6758||1.8633||4.083||4.2142
|-
|3||Government_Politics_U.S.||Male||2.7634||1.9494||3.4231||2.7993||2.8603||2.8388||2.8915||2.0492||4.1858||4.3342
|-
|2||Government_Politics_U.S.||Male||2.8457||2.1173||3.4625||3.081||3.1452||2.8932||3.0842||2.1959||4.1458||4.3516
|-
|1||Government_Politics_U.S.||Male||2.4969||1.7559||3.0663||3.1119||3.1007||2.5366||3.0488||2.0569||3.5642||3.9697
|-
|5||Human_Geography||Male||1.6532||0.9542||2.4281||1.4472||1.3979||1.8513||1.7482||1||3.1011||3.247
|-
|4||Human_Geography||Male||1.8865||0.9542||2.4928||1.8633||1.7243||1.9777||2.0969||1.1461||3.2529||3.4047
|-
|3||Human_Geography||Male||1.9494||1.0414||2.4983||2.1461||1.9494||2.0569||2.2989||1.415||3.2911||3.4669
|-
|2||Human_Geography||Male||1.8388||0.9031||2.316||2.2041||1.9956||1.8062||2.1903||1.5185||3.091||3.3054
|-
|1||Human_Geography||Male||2.1335||1.301||2.4713||2.8426||2.3945||2.1271||2.5763||1.8513||3.2162||3.5581
|-
|5||Italian_Language||Male||0.6021||0||0.301||0.301||0.301||0.8451||0.8451||0||1.7324||1.8692
|-
|4||Italian_Language||Male||0.6021||0||0.301||0||0.4771||0.7782||1.0792||0||1.6021||1.7924
|-
|3||Italian_Language||Male||0.699||0||0.9031||0.301||0.7782||0.699||1.1461||0.4771||1.9638||2.1072
|-
|2||Italian_Language||Male||0.301||0||0.9542||0.4771||0.301||0.699||1.1139||0.6021||1.9243||2.0607
|-
|1||Italian_Language||Male||0.6021||0||0.9031||0.6021||0.6021||0.7782||1.1461||0.4771||2.1367||2.238
|-
|5||Japanese_Lang._&_Culture||Male||1.1139||0||2.2227||0.301||0||1.2041||0.301||0||1.2041||2.3243
|-
|4||Japanese_Lang._&_Culture||Male||0.699||0||1.5563||0.301||0||0.6021||0.301||0||1.301||1.8062
|-
|3||Japanese_Lang._&_Culture||Male||0.9031||0||1.8261||0.699||0.4771||0.699||0.301||0||1.6812||2.1206
|-
|2||Japanese_Lang._&_Culture||Male||0.4771||0||1.4914||0.6021||0||0.8451||0.301||0||1.4314||1.8388
|-
|1||Japanese_Lang._&_Culture||Male||1||0||1.6812||0.8451||0.7782||1.0792||0.9031||0||1.8865||2.2148
|-
|5||Latin:_Literature||Male||1.0414||0||1.6812||0.301||0.301||1||0.6021||0.301||2.2253||2.3802
|-
|4||Latin:_Literature||Male||1||0||1.5315||0.8451||0.4771||1.1461||0.301||0||2.2553||2.3874
|-
|3||Latin:_Literature||Male||1.1761||0||1.7243||1.1461||0.9542||1.2788||0.6021||0||2.5353||2.6542
|-
|2||Latin:_Literature||Male||1||0||1.4472||0.9542||0.6021||1.0792||0.6021||0||2.3345||2.4425
|-
|1||Latin:_Literature||Male||1.301||0.699||1.7634||1.301||0.9542||1.301||1.1761||0.6021||2.6138||2.7435
|-
|5||Latin:_Vergil||Male||1.0792||0||1.8513||0.9031||0.699||1.4472||0.699||0||2.5647||2.6902
|-
|4||Latin:_Vergil||Male||1.2788||0.6021||1.6532||0.8451||0.8451||1.3802||0.9031||0.4771||2.6064||2.7101
|-
|3||Latin:_Vergil||Male||1.1139||0.4771||1.8573||1.2041||0.6021||1.3424||1||0.301||2.7101||2.8109
|-
|2||Latin:_Vergil||Male||1.2553||0.301||1.6021||0.9542||0.9031||1.1761||1.1139||0.301||2.5763||2.6776
|-
|1||Latin:_Vergil||Male||1.3424||0.699||1.4624||1.1761||1.1761||1.1761||0.9542||0.301||2.5391||2.6532
|-
|5||Music_Theory||Male||1.7324||0.7782||2.238||1.3424||1.1761||1.5441||1.4314||0.9031||3.012||3.1335
|-
|4||Music_Theory||Male||1.5798||0.9542||2.1335||1.5682||1.4624||1.6128||1.415||1.0414||2.9818||3.1065
|-
|3||Music_Theory||Male||1.7076||1.1139||2.2601||1.8062||1.699||1.7782||1.8451||1.3424||3.1389||3.2744
|-
|2||Music_Theory||Male||1.9031||0.9031||2.1987||2.0414||1.8692||1.7243||1.959||1.415||3.1123||3.2758
|-
|1||Music_Theory||Male||1.6232||1.0792||1.8865||2.0969||1.716||1.6128||1.9731||1.2041||2.749||3.0052
|-
|5||Physics_B||Male||2.2014||1.301||3.1572||1.6628||1.7559||2.3522||2.0453||1.3617||3.61||3.7884
|-
|4||Physics_B||Male||2.248||1.3222||3.0386||1.9638||2.017||2.2648||2.1987||1.4771||3.6463||3.798
|-
|3||Physics_B||Male||2.4216||1.4624||3.2017||2.2989||2.3997||2.5237||2.4362||1.5051||3.8183||3.9798
|-
|2||Physics_B||Male||2.1987||1.5315||3.0048||2.3404||2.4065||2.2742||2.4116||1.5911||3.5946||3.7843
|-
|1||Physics_B||Male||2.2718||1.5315||2.9868||2.7135||2.7846||2.3464||2.6425||1.7324||3.4949||3.7888
|-
|5||Physics_C:_Elec._&_Magnet.||Male||1.8976||0.8451||2.938||1.3802||1.3222||2.0334||1.716||0.6021||3.2596||3.473
|-
|4||Physics_C:_Elec._&_Magnet.||Male||1.7634||1||2.749||1.4914||1.4624||1.8325||1.6721||0.9542||3.1268||3.3312
|-
|3||Physics_C:_Elec._&_Magnet.||Male||1.301||0.4771||2.4014||1.4771||1.415||1.415||1.2553||0.699||2.7896||2.9948
|-
|2||Physics_C:_Elec._&_Magnet.||Male||1.6628||0.699||2.4742||1.5441||1.4472||1.6532||1.5563||0.9031||2.9279||3.1271
|-
|1||Physics_C:_Elec._&_Magnet.||Male||1.5185||0||2.3263||1.4771||1.4624||1.5682||1.716||0.699||2.7226||2.9633
|-
|5||Physics_C:_Mechanics||Male||2.1106||1.2041||3.1611||1.5682||1.6812||2.233||1.9494||1.2304||3.5192||3.7204
|-
|4||Physics_C:_Mechanics||Male||2.1523||1.0414||3.0187||1.7324||1.7924||2.1903||2.0492||1.301||3.5127||3.6856
|-
|3||Physics_C:_Mechanics||Male||1.9912||1.2788||2.8351||1.8976||1.8976||2.0682||2.0212||1.2304||3.415||3.5786
|-
|2||Physics_C:_Mechanics||Male||1.8129||1.1139||2.6618||1.9138||1.7924||1.8195||1.9956||1.2788||3.2101||3.3943
|-
|1||Physics_C:_Mechanics||Male||1.8573||1||2.6571||2.143||2.1492||1.959||2.1399||1.3222||3.1041||3.3672
|-
|5||Psychology||Male||2.3766||1.4314||3.0903||2.0719||1.9912||2.4487||2.3201||1.4771||3.7173||3.8716
|-
|4||Psychology||Male||2.5159||1.5563||3.1818||2.5132||2.301||2.601||2.6149||1.8325||3.8855||4.04
|-
|3||Psychology||Male||2.4314||1.6628||3.0322||2.5611||2.3483||2.4713||2.5378||1.7709||3.7647||3.9289
|-
|2||Psychology||Male||2.2227||1.5315||2.8351||2.5587||2.2577||2.3324||2.4265||1.7243||3.5345||3.7307
|-
|1||Psychology||Male||2.5024||1.6532||3.006||3.0048||2.6405||2.4843||2.7973||1.9138||3.5857||3.8855
|-
|5||Spanish_Language||Male||2.2672||0.6021||2.4548||1.4314||3.3833||2.1461||3.3422||2.0607||3.0871||3.8186
|-
|4||Spanish_Language||Male||2.4314||0.9031||2.658||1.8451||3.4968||2.2455||3.3422||2.1614||3.3416||3.937
|-
|3||Spanish_Language||Male||2.3075||1.1139||2.6493||1.9085||3.372||2.1931||3.1544||2.0755||3.3212||3.838
|-
|2||Spanish_Language||Male||2.3324||1.2553||2.6857||2.0453||3.281||2.143||3.0637||2.0645||3.3602||3.8086
|-
|1||Spanish_Language||Male||2.4487||1.3802||2.7177||2.5119||3.2251||2.281||2.9939||2.0294||3.4793||3.8526
|-
|5||Spanish_Literature||Male||1.3617||0||1.3617||0.6021||2.1106||1.1139||2.1614||0.6021||2.0755||2.6561
|-
|4||Spanish_Literature||Male||1.415||0.301||1.7559||0.7782||2.5752||1.3424||2.4502||1.0792||2.2355||2.9763
|-
|3||Spanish_Literature||Male||1.3222||0.301||1.6532||0.9542||2.798||1.4314||2.6222||1.1761||2.1818||3.1173
|-
|2||Spanish_Literature||Male||1.2553||0||1.301||0.7782||2.5717||0.9542||2.3424||1.0792||1.9638||2.871
|-
|1||Spanish_Literature||Male||1.8129||0.301||1.3424||1.3222||2.8395||1.3424||2.6274||1.3424||2.1903||3.1511
|-
|5||Statistics||Male||2.2122||1.0792||3.2151||1.716||1.7634||2.356||2.017||1.3424||3.6839||3.8513
|-
|4||Statistics||Male||2.4548||1.6721||3.3199||2.1931||2.2041||2.5024||2.4065||1.5682||3.9102||4.0596
|-
|3||Statistics||Male||2.4955||1.699||3.2683||2.4487||2.4362||2.5658||2.574||1.6232||3.9261||4.0786
|-
|2||Statistics||Male||2.3747||1.5682||3.0322||2.5051||2.4099||2.3838||2.4624||1.7076||3.701||3.8766
|-
|1||Statistics||Male||2.5502||1.7324||3.1679||3.0233||2.7973||2.5575||2.7803||2.0453||3.7189||3.9941
|-
|5||Studio_Art:_2-D_Design||Male||1.1761||0.301||1.6721||1.2041||1.2304||1.3802||1.5185||0.4771||2.5092||2.6739
|-
|4||Studio_Art:_2-D_Design||Male||1.5563||0.9031||1.9085||1.6021||1.5315||1.4314||1.6232||0.9031||2.6884||2.8785
|-
|3||Studio_Art:_2-D_Design||Male||1.716||1||1.9685||1.9777||1.8261||1.5682||1.8573||1.2041||2.9212||3.1031
|-
|2||Studio_Art:_2-D_Design||Male||1.6812||1.1461||1.8921||1.9777||1.8129||1.5315||1.9243||1.1761||2.7875||3.0162
|-
|1||Studio_Art:_2-D_Design||Male||1.0792||0.4771||1.2304||1.5682||1.3802||1.1139||1.4624||0.7782||2.1106||2.4183
|-
|5||Studio_Art:_3-D_Design||Male||0.4771||0||0.4771||0.4771||0.4771||0.4771||0.9031||0||1.8865||1.9731
|-
|4||Studio_Art:_3-D_Design||Male||0.8451||0.301||1||0.7782||0.9542||0.301||1.1139||0.301||1.9138||2.0969
|-
|3||Studio_Art:_3-D_Design||Male||1.2041||0||1.2553||0.9542||1.3802||1.2041||1.301||0||2.3181||2.4843
|-
|2||Studio_Art:_3-D_Design||Male||1.0414||0.4771||1.2041||1.1761||1.3222||1.1139||1.2304||0.4771||2.1239||2.3502
|-
|1||Studio_Art:_3-D_Design||Male||0.301||0||1||0.7782||1||0.9031||0.9542||0||1.4771||1.8388
|-
|5||Studio_Art:_Drawing||Male||1.2553||0||1.7482||1.4624||1.2041||1.301||1.5051||0.8451||2.4048||2.6284
|-
|4||Studio_Art:_Drawing||Male||1.2553||0.699||1.9542||1.5682||1.6721||1.2553||1.6902||0.699||2.549||2.7889
|-
|3||Studio_Art:_Drawing||Male||1.7404||1||2.1761||2.0294||1.9956||1.7853||1.9868||1.3424||2.9112||3.1486
|-
|2||Studio_Art:_Drawing||Male||1.7076||0.9542||2.0212||2.0682||2.0294||1.6021||1.9085||0.9542||2.7316||3.0212
|-
|1||Studio_Art:_Drawing||Male||1.301||0.8451||1.4624||1.8692||1.6128||1.2041||1.5441||0.9542||2.1004||2.5428
|-
|5||US_History||Male||2.7528||1.7243||3.4791||2.4456||2.4594||2.8932||2.6522||1.8325||4.1371||4.2834
|-
|4||US_History||Male||2.9509||2.1399||3.6039||2.8382||2.9009||3.0986||2.9605||2.1492||4.3821||4.5177
|-
|3||US_History||Male||2.985||2.1703||3.5826||3.0477||3.0766||3.0726||3.0693||2.2405||4.4011||4.5435
|-
|2||US_History||Male||3.039||2.3522||3.585||3.3038||3.356||3.1069||3.2514||2.4378||4.3932||4.5741
|-
|1||US_History||Male||2.9345||2.301||3.3998||3.5501||3.507||2.9494||3.34||2.4983||4.0846||4.4128
|-
|5||World_History||Male||2.1553||1.3424||3.0253||2.0212||2.0374||2.4639||2.238||1.5185||3.6404||3.7991
|-
|4||World_History||Male||2.3464||1.5441||3.1103||2.3962||2.4281||2.5453||2.4579||1.6435||3.7803||3.9429
|-
|3||World_History||Male||2.5502||1.8633||3.2567||2.7308||2.7505||2.6803||2.781||2.0253||3.9073||4.1002
|-
|2||World_History||Male||2.4814||1.6812||3.1271||2.8982||2.9058||2.5775||2.8745||2.0453||3.7471||4.0045
|-
|1||World_History||Male||2.4502||1.6902||2.837||3.0871||3.0358||2.415||2.9722||2.1367||3.4502||3.8735
|-
|5||Art_History||Female||1.7782||0.9542||2.3464||1.3802||1.4314||1.9494||1.5911||0.6021||3.0017||3.1673
|-
|4||Art_History||Female||2.0569||1||2.6294||1.7243||1.9191||2.1732||2.1072||1.1139||3.2543||3.4415
|-
|3||Art_History||Female||2.0755||1.2553||2.6484||2.0128||2.1206||2.1818||2.3636||1.4624||3.3156||3.5171
|-
|2||Art_History||Female||1.9494||1.1761||2.4829||1.9823||2.1673||2.0531||2.2529||1.3617||3.1383||3.3679
|-
|1||Art_History||Female||1.9542||1.2788||2.4757||2.2788||2.3345||2||2.4914||1.3979||3.0656||3.3809
|-
|5||Biology||Female||2.5563||1.4314||3.5431||2.3729||2.0899||2.7536||2.4099||1.6435||3.9149||4.1245
|-
|4||Biology||Female||2.5944||1.716||3.4637||2.699||2.4014||2.8248||2.549||1.8808||4.0115||4.1893
|-
|3||Biology||Female||2.6749||1.8751||3.4433||2.8657||2.6201||2.8312||2.7466||1.9912||4.0612||4.2384
|-
|2||Biology||Female||2.7709||2.0719||3.4439||3.1547||2.9435||2.9217||2.9547||2.1987||4.1169||4.3174
|-
|1||Biology||Female||2.6493||2||3.2622||3.4069||3.1626||2.7694||3.131||2.3054||3.8403||4.1886
|-
|5||Calculus_AB||Female||2.5599||1.2788||3.5472||2.3655||2.2989||2.7042||2.5366||1.5798||4.0541||4.2186
|-
|4||Calculus_AB||Female||2.5866||1.6721||3.4886||2.6243||2.5302||2.776||2.6294||1.8062||4.0992||4.2533
|-
|3||Calculus_AB||Female||2.6693||1.8921||3.5011||2.8338||2.7686||2.7931||2.7597||1.9445||4.1263||4.2931
|-
|2||Calculus_AB||Female||2.5647||1.8062||3.3959||2.934||2.8555||2.7235||2.8028||1.9868||4.0266||4.2143
|-
|1||Calculus_AB||Female||2.8651||2.2695||3.5669||3.5275||3.4043||2.9484||3.2801||2.3139||4.192||4.4634
|-
|5||Calculus_BC||Female||2.3579||1.1761||3.4979||2||1.9345||2.5453||2.1206||1.3802||3.7261||3.973
|-
|4||Calculus_BC||Female||2.0682||0.8451||3.1268||2.0253||1.8261||2.2405||1.959||1.1761||3.457||3.6787
|-
|3||Calculus_BC||Female||2.0414||1||3.1471||2.1903||2.1239||2.2095||2.1461||1.3617||3.5163||3.7333
|-
|2||Calculus_BC||Female||1.6902||0.8451||2.6902||1.8751||1.7853||1.8808||1.7993||0.9542||3.0504||3.2889
|-
|1||Calculus_BC||Female||2.0334||1.2788||2.9809||2.4654||2.3385||2.2253||2.2833||1.0414||3.3516||3.6237
|-
|5||Chemistry||Female||2.1038||1.0414||3.241||1.7634||1.5441||2.1847||1.8388||1.2041||3.3854||3.6658
|-
|4||Chemistry||Female||2.238||1.1461||3.2813||2.1818||1.8129||2.3856||2.1038||1.301||3.6273||3.8411
|-
|3||Chemistry||Female||2.4133||1.5185||3.3377||2.4814||2.2625||2.6096||2.4099||1.6628||3.7935||3.9944
|-
|2||Chemistry||Female||2.3139||1.5185||3.1973||2.6253||2.3927||2.5092||2.4669||1.6902||3.752||3.9439
|-
|1||Chemistry||Female||2.534||1.8865||3.2894||3.1956||2.9614||2.7332||2.9238||2.0969||3.8625||4.1346
|-
|5||Chinese_Lang._&_Cultures||Female||1.5185||0||3.029||0||0||1.1139||0||0||0.699||3.0488
|-
|4||Chinese_Lang._&_Cultures||Female||0.699||0||2.1367||0||0||0.699||0||0||1.1461||2.2014
|-
|3||Chinese_Lang._&_Cultures||Female||0.9031||0||1.5051||0||0||0.301||0||0||0.9031||1.6902
|-
|2||Chinese_Lang._&_Cultures||Female||0||0||0.9031||0||0||0.301||0||0||0.9031||1.2304
|-
|1||Chinese_Lang._&_Cultures||Female||0||0||1.0414||0||0||0||0||0||1||1.415
|-
|5||Computer_Science_A||Female||0.9031||0.4771||2.1959||0.6021||0.6021||1.1761||0.9031||0||2.3118||2.5988
|-
|4||Computer_Science_A||Female||0.9031||0.4771||2.2765||1||0.8451||1.2304||1.2041||0.301||2.3945||2.692
|-
|3||Computer_Science_A||Female||0.9031||0||2.0969||1.1461||1.0414||1.0792||1.1461||0.6021||2.29||2.5752
|-
|2||Computer_Science_A||Female||0.6021||0.301||1.9395||1.0414||1.2304||1.1761||1||0.4771||2.0828||2.4183
|-
|1||Computer_Science_A||Female||1.6232||0.6021||2.4654||2.2279||1.8573||1.7559||1.9494||0.8451||2.6222||3.058
|-
|5||Computer_Science_AB||Female||0.699||0||1.8692||0.4771||0.301||1.0792||0.699||0||1.9294||2.2553
|-
|4||Computer_Science_AB||Female||0.301||0||1.6902||0.4771||0.6021||0.7782||0.699||0||1.8261||2.1139
|-
|3||Computer_Science_AB||Female||0.301||0||1.699||0.4771||0.4771||0.8451||0.6021||0||1.6335||2.0253
|-
|2||Computer_Science_AB||Female||0.699||0||1.3222||0.301||0.301||0.4771||0.6021||0.301||1.3424||1.7324
|-
|1||Computer_Science_AB||Female||0.4771||0.301||1.6721||0.699||0.7782||0.7782||0.699||0.301||1.7634||2.1004
|-
|5||Economics_Macro||Female||1.7709||0.699||2.8639||1.3802||1.5315||1.9823||1.716||0.9542||3.1667||3.3927
|-
|4||Economics_Macro||Female||2.1584||0.9542||3.0573||2.1461||2.1173||2.3096||2.2788||1.2041||3.5165||3.7203
|-
|3||Economics_Macro||Female||2.0294||1.1139||2.9009||2.2304||2.1761||2.1875||2.2148||1.4314||3.3955||3.6084
|-
|2||Economics_Macro||Female||2.1399||1.2304||2.8954||2.3284||2.4346||2.2455||2.4265||1.6232||3.4496||3.6738
|-
|1||Economics_Macro||Female||2.4216||1.6232||3.0318||3.0278||2.9969||2.5237||3.0438||1.9777||3.627||3.964
|-
|5||Economics_Micro||Female||1.6532||0||2.6444||1.2041||1.0414||1.6721||1.2553||0.6021||2.9175||3.1467
|-
|4||Economics_Micro||Female||2||0.699||2.896||1.9294||1.8195||2.1072||1.9031||1.1139||3.3251||3.5276
|-
|3||Economics_Micro||Female||1.9243||1||2.7818||2.0682||1.9956||2.0969||1.9345||1.3802||3.2898||3.4901
|-
|2||Economics_Micro||Female||1.8751||1||2.5877||2.0934||2.0934||1.959||1.9494||1.2553||3.1898||3.3906
|-
|1||Economics_Micro||Female||2.1072||1.2788||2.711||2.7796||2.5453||2.1523||2.5276||1.8633||3.2918||3.6145
|-
|5||English_Lang._&_Composition||Female||2.6031||1.5798||3.3263||2.4099||2.3075||2.8395||2.5763||1.7634||4.0468||4.184
|-
|4||English_Lang._&_Composition||Female||2.9112||2.1004||3.5561||2.932||2.8476||3.1153||3.0013||2.1875||4.355||4.4941
|-
|3||English_Lang._&_Composition||Female||3.1772||2.4942||3.747||3.439||3.3644||3.3098||3.3838||2.5453||4.5787||4.7417
|-
|2||English_Lang._&_Composition||Female||3.1942||2.6274||3.7002||3.7524||3.7158||3.3172||3.6274||2.7218||4.4788||4.7388
|-
|1||English_Lang._&_Composition||Female||2.7825||2.2718||3.0839||3.6241||3.4777||2.7924||3.4198||2.2989||3.7819||4.2721
|-
|5||English_Lit._&_Composition||Female||2.6385||1.4472||3.2562||2.3139||2.2227||2.7767||2.4133||1.7404||4.0117||4.1404
|-
|4||English_Lit._&_Composition||Female||3.0441||2.1072||3.6186||3.0179||2.8463||3.1596||2.9854||2.2068||4.4736||4.5961
|-
|3||English_Lit._&_Composition||Female||3.2253||2.4829||3.7546||3.4781||3.296||3.3084||3.346||2.6096||4.6451||4.7887
|-
|2||English_Lit._&_Composition||Female||3.1909||2.6375||3.7065||3.822||3.6049||3.2997||3.5666||2.8||4.5078||4.75
|-
|1||English_Lit._&_Composition||Female||2.6618||2.1987||3.0496||3.6651||3.276||2.7076||3.2776||2.3483||3.6584||4.1882
|-
|5||Environmental_Science||Female||1.8976||0.6021||2.534||1.2788||1.3802||1.9638||1.6721||0.9031||3.2212||3.3562
|-
|4||Environmental_Science||Female||2.243||1.3424||2.8388||2.1004||2.017||2.382||2.2455||1.4624||3.6278||3.7634
|-
|3||Environmental_Science||Female||2.1875||1.2553||2.7372||2.2201||2.1106||2.2967||2.2304||1.5051||3.5593||3.7016
|-
|2||Environmental_Science||Female||2.2041||1.5185||2.7443||2.3874||2.2742||2.29||2.4314||1.5682||3.5738||3.7342
|-
|1||Environmental_Science||Female||2.5328||1.7782||2.9961||3.1133||2.8513||2.6345||3.0111||2.0899||3.7435||4.0217
|-
|5||European_History||Female||2.1239||0.9031||2.9138||1.7709||1.7634||2.3304||2.0755||0.9542||3.5468||3.6932
|-
|4||European_History||Female||2.4065||1.3979||3.0973||2.2648||2.1492||2.5955||2.4166||1.6232||3.7971||3.9451
|-
|3||European_History||Female||2.7177||1.8195||3.3528||2.7582||2.6618||2.9058||2.8014||2.0043||4.1029||4.2572
|-
|2||European_History||Female||2.2405||1.5051||2.8639||2.4502||2.3747||2.356||2.4362||1.6628||3.6113||3.7839
|-
|1||European_History||Female||2.6355||1.8388||3.1556||3.0622||2.9836||2.7868||2.9201||2.1367||3.8774||4.1193
|-
|5||French:_Language||Female||1.7709||0||2.1303||1.9638||1.2304||2.0828||1.8388||0.7782||2.9818||3.1617
|-
|4||French:_Language||Female||1.9494||0.4771||2.4393||2.0294||1.5911||2.2014||1.9494||0.9542||3.1644||3.3467
|-
|3||French:_Language||Female||2.1271||0.9031||2.7226||2.2742||2.0755||2.3118||2.2989||0.7782||3.4562||3.6272
|-
|2||French:_Language||Female||2.0414||0.7782||2.5391||2.1614||2.1004||2.1335||2.1461||0.8451||3.2953||3.4745
|-
|1||French:_Language||Female||1.9395||0.9031||2.49||2.3263||2.3747||2.143||2.3222||1.2553||3.2338||3.4661
|-
|5||French:_Literature||Female||1.3617||0||1.4771||1||0.4771||1.3617||1||0||2.3444||2.4983
|-
|4||French:_Literature||Female||1.0792||0||1.6435||1.2553||0.4771||1.2041||0.9031||0||2.3502||2.5051
|-
|3||French:_Literature||Female||1.1461||0||1.5911||1.3424||0.6021||1.3222||0.9542||0||2.3424||2.5092
|-
|2||French:_Literature||Female||0.9031||0||1.415||0.9542||0.7782||1.2304||1.0414||0||2.1673||2.3385
|-
|1||French:_Literature||Female||0.8451||0||1.2788||1.0414||0.4771||0.699||1.0792||0||2.0607||2.2227
|-
|5||German:_Language||Female||1.3424||0.301||1.4314||1.1139||0||1.3222||0.8451||0||2.6284||2.7084
|-
|4||German:_Language||Female||1.1761||0.4771||1.5051||1||0.6021||1.3979||1.1461||0.301||2.6375||2.7251
|-
|3||German:_Language||Female||1.0792||0.301||1.5185||1.0792||0.699||1.2304||1.2041||0.6021||2.6274||2.7135
|-
|2||German:_Language||Female||1.2304||0.301||1.4624||0.7782||1.1139||1.3802||0.9542||0.4771||2.6075||2.699
|-
|1||German:_Language||Female||1||0.301||1.1761||1.2788||1.0414||1.0792||1.2041||0.4771||2.3404||2.4757
|-
|5||Government_Politics_Comp.||Female||1.301||0||2.0682||1.0792||1.0414||1.4314||1.415||0.699||2.7589||2.8949
|-
|4||Government_Politics_Comp.||Female||1.6021||0.7782||2.2201||1.3979||1.3424||1.6335||1.5315||0.699||2.8603||3.0245
|-
|3||Government_Politics_Comp.||Female||1.716||1.0414||2.2455||1.7243||1.415||1.7924||1.7634||1.0414||2.9777||3.1433
|-
|2||Government_Politics_Comp.||Female||1.5798||0.7782||2.2068||1.9868||1.6628||1.9542||1.8633||0.9542||2.9754||3.1635
|-
|1||Government_Politics_Comp.||Female||1.7709||1.1461||2.1523||2.2253||1.8865||1.8513||1.9956||1.1761||2.8727||3.1408
|-
|5||Government_Politics_U.S.||Female||2.0492||0.8451||2.8082||1.7993||1.7634||2.2122||2.0212||1||3.4942||3.6307
|-
|4||Government_Politics_U.S.||Female||2.5478||1.6335||3.2732||2.5315||2.4548||2.7251||2.5478||1.7782||4.0069||4.1459
|-
|3||Government_Politics_U.S.||Female||2.7185||1.9638||3.4244||2.9222||2.8209||2.9191||2.8848||2.1206||4.1766||4.3326
|-
|2||Government_Politics_U.S.||Female||2.8943||2.1761||3.5284||3.3062||3.243||3.0588||3.2049||2.3909||4.2522||4.4615
|-
|1||Government_Politics_U.S.||Female||2.6484||2.0212||3.236||3.4378||3.3385||2.7993||3.3174||2.2833||3.8065||4.2172
|-
|5||Human_Geography||Female||1.4624||0.4771||2.2553||1.6335||1.3222||1.7243||1.6232||0.9542||2.9727||3.1176
|-
|4||Human_Geography||Female||1.8451||0.9542||2.5185||2.0531||1.5798||1.9731||2.0212||1||3.2383||3.3965
|-
|3||Human_Geography||Female||1.9138||1.0792||2.5599||2.2672||1.9191||2.1461||2.3304||1.5911||3.3326||3.5134
|-
|2||Human_Geography||Female||1.8633||1.2553||2.3856||2.3579||2.0531||2.0569||2.2945||1.4624||3.2098||3.4196
|-
|1||Human_Geography||Female||2.29||1.415||2.6191||3.0603||2.601||2.4031||2.7589||2.1038||3.432||3.766
|-
|5||Italian_Language||Female||0.6021||0||0.699||0.301||0.6021||0.7782||1.4314||0.4771||1.8976||2.0899
|-
|4||Italian_Language||Female||0.7782||0||0.301||0.4771||0.9031||0.6021||1.4914||0.301||1.8976||2.1072
|-
|3||Italian_Language||Female||0.9031||0||1.2304||0.4771||0.9542||1||1.7076||0.7782||2.2095||2.4133
|-
|2||Italian_Language||Female||1.0792||0||0.9542||0.6021||0.8451||0.9542||1.4771||0.4771||2.1703||2.3324
|-
|1||Italian_Language||Female||1.2304||0||1.0792||0.8451||0.9542||1||1.1761||0.9031||2.3365||2.4594
|-
|5||Japanese_Lang._&_Culture||Female||0.8451||0||2.2695||0||0||1.2041||0||0||1.301||2.356
|-
|4||Japanese_Lang._&_Culture||Female||0.4771||0||1.6532||0||0.301||0.4771||0.301||0||1.2041||1.8261
|-
|3||Japanese_Lang._&_Culture||Female||0.9542||0||2.0294||0.7782||0.4771||1||0.6021||0||1.5911||2.2355
|-
|2||Japanese_Lang._&_Culture||Female||0.4771||0||1.5798||0.699||0.301||0.9031||0||0||1.4624||1.9031
|-
|1||Japanese_Lang._&_Culture||Female||0.699||0||1.8451||0.6021||0.4771||0.9031||0.7782||0||1.7853||2.1818
|-
|5||Latin:_Literature||Female||0.9542||0.301||1.6628||1||0.4771||1.1461||0.699||0.301||2.2625||2.4249
|-
|4||Latin:_Literature||Female||1||0||1.7076||1.0792||0.301||1.1761||0.4771||0.301||2.3324||2.4814
|-
|3||Latin:_Literature||Female||1.2553||0.4771||1.8195||1.1761||0.699||1.3802||0.9031||0.301||2.5694||2.7024
|-
|2||Latin:_Literature||Female||1.1761||0.6021||1.5315||1.1461||0.9542||1.0792||0.699||0||2.3927||2.5224
|-
|1||Latin:_Literature||Female||1.2304||0.6021||1.8921||1.3802||1||1.4472||1.4472||0.4771||2.6042||2.7679
|-
|5||Latin:_Vergil||Female||1.3424||0||1.8261||1||0.4771||1.3424||0.9031||0.301||2.4914||2.6405
|-
|4||Latin:_Vergil||Female||1.2788||0.301||1.8195||1||0||1.301||0.7782||0.4771||2.4393||2.5955
|-
|3||Latin:_Vergil||Female||1.3617||0.699||1.8261||1.1461||1||1.4624||1.1139||0.699||2.6284||2.7657
|-
|2||Latin:_Vergil||Female||1||0.699||1.5911||1.3222||1||1.3222||1.0792||0.4771||2.5328||2.6571
|-
|1||Latin:_Vergil||Female||1.301||0.699||1.5911||1.2788||1.1139||1.1761||1.1761||0||2.5478||2.6739
|-
|5||Music_Theory||Female||1.3222||0||2.2122||1.0792||0.9031||1.3802||1.1139||0.301||2.7356||2.8921
|-
|4||Music_Theory||Female||1.5563||0.4771||2.2175||1.2304||0.9031||1.3979||1.2041||0.4771||2.8338||2.9763
|-
|3||Music_Theory||Female||1.5682||0.9542||2.301||1.6021||1.2788||1.6628||1.7634||1.0792||3.0294||3.1711
|-
|2||Music_Theory||Female||1.6128||1.0792||2.3139||2.0645||1.5682||1.8808||1.8062||1.2304||3.0154||3.2033
|-
|1||Music_Theory||Female||1.3802||0.699||1.8513||2.1004||1.5051||1.3617||1.8633||1.2041||2.6191||2.891
|-
|5||Physics_B||Female||1.6628||0.301||2.776||1||1.1461||1.8129||1.4472||0.8451||3.0398||3.2688
|-
|4||Physics_B||Female||1.7782||0.9031||2.8189||1.6335||1.415||1.9731||1.5798||0.8451||3.1989||3.3993
|-
|3||Physics_B||Female||2.1584||1.1761||3.0314||2.0531||2.0607||2.2504||2.0969||1.4771||3.4911||3.6889
|-
|2||Physics_B||Female||2.0043||1.0414||2.8727||2.2945||2.1173||2.1106||2.1673||1.415||3.3833||3.5907
|-
|1||Physics_B||Female||2.1903||1.6232||2.9253||2.7938||2.7033||2.3243||2.6484||1.5682||3.3879||3.7238
|-
|5||Physics_C:_Elec._&_Magnet.||Female||1.301||0.301||2.3838||0.7782||0.6021||1.1461||0.9542||0.4771||2.5119||2.7903
|-
|4||Physics_C:_Elec._&_Magnet.||Female||1.1461||0.699||2.2923||1.0414||0.6021||1.5441||1.1461||0.301||2.5441||2.7945
|-
|3||Physics_C:_Elec._&_Magnet.||Female||1||0.301||2.0043||0.6021||0.699||1.1139||0.7782||0.4771||2.2945||2.5224
|-
|2||Physics_C:_Elec._&_Magnet.||Female||1.2304||0.301||2.1106||1.1461||0.9031||1.1139||1.1461||0.301||2.4955||2.7024
|-
|1||Physics_C:_Elec._&_Magnet.||Female||0.9031||0.6021||1.9823||1.0792||1.1139||1.0792||1.1461||0.301||2.3118||2.5539
|-
|5||Physics_C:_Mechanics||Female||1.5911||0.301||2.6503||1||0.7782||1.5798||1.301||0.4771||2.8426||3.098
|-
|4||Physics_C:_Mechanics||Female||1.6812||0.4771||2.6513||1.3424||1.2041||1.8129||1.4472||0.9031||3.0022||3.2135
|-
|3||Physics_C:_Mechanics||Female||1.6128||0.9542||2.5465||1.4624||1.3979||1.6232||1.4914||0.6021||2.933||3.1405
|-
|2||Physics_C:_Mechanics||Female||1.4771||1.1139||2.3909||1.5911||1.5682||1.6435||1.6721||0.7782||2.8513||3.066
|-
|1||Physics_C:_Mechanics||Female||1.5911||1.0792||2.5038||2.1239||1.959||1.6721||1.9542||0.7782||2.8463||3.1556
|-
|5||Psychology||Female||2.5478||1.5315||3.3077||2.4281||2.1367||2.7024||2.5658||1.8633||3.9996||4.1383
|-
|4||Psychology||Female||2.7143||1.959||3.3537||2.8692||2.5403||2.8633||2.8451||2.0719||4.1231||4.2735
|-
|3||Psychology||Female||2.5888||1.8633||3.1959||2.9294||2.5752||2.7427||2.8228||2.1004||4.0143||4.174
|-
|2||Psychology||Female||2.4786||1.6532||2.9921||2.9222||2.567||2.5502||2.7589||1.9395||3.8263||4.0105
|-
|1||Psychology||Female||2.7007||1.9085||3.1787||3.4242||3.0145||2.8075||3.1682||2.3075||3.8958||4.203
|-
|5||Spanish_Language||Female||2.5391||0.6021||2.721||1.8195||3.6832||2.444||3.6673||2.3856||3.3514||4.1196
|-
|4||Spanish_Language||Female||2.7177||1.2041||2.945||2.2041||3.7599||2.567||3.6413||2.5024||3.6157||4.2179
|-
|3||Spanish_Language||Female||2.5988||1.3222||2.8848||2.3711||3.5895||2.4969||3.4286||2.3304||3.5982||4.096
|-
|2||Spanish_Language||Female||2.5647||1.4314||2.9263||2.5428||3.4589||2.5391||3.2934||2.2765||3.6444||4.0556
|-
|1||Spanish_Language||Female||2.5599||1.5315||2.9385||2.9479||3.2579||2.5563||3.1501||2.2279||3.6975||4.0366
|-
|5||Spanish_Literature||Female||1.415||0.301||1.7559||0.8451||2.4564||1.4624||2.5944||1.1761||2.3997||3.0245
|-
|4||Spanish_Literature||Female||1.9031||0||1.9685||1.301||2.9586||1.6532||2.8716||1.4914||2.6128||3.3664
|-
|3||Spanish_Literature||Female||1.8808||0||1.8325||1.3617||3.1149||1.6435||2.9722||1.5441||2.5224||3.4492
|-
|2||Spanish_Literature||Female||1.6128||0.4771||1.4771||1.1139||2.871||1.3222||2.7267||1.3424||2.0899||3.1821
|-
|1||Spanish_Literature||Female||1.9345||0.4771||1.4624||1.5682||2.9943||1.5185||2.8779||1.8062||2.2742||3.3373
|-
|5||Statistics||Female||2.0128||0.7782||3.0154||1.6232||1.6232||2.0682||1.699||1.0414||3.4524||3.6266
|-
|4||Statistics||Female||2.3464||1.301||3.2068||2.2577||2.0294||2.4265||2.2833||1.5051||3.813||3.9602
|-
|3||Statistics||Female||2.4698||1.6721||3.2589||2.5635||2.3962||2.5855||2.5105||1.7559||3.9528||4.0969
|-
|2||Statistics||Female||2.4249||1.5911||3.0618||2.6335||2.4594||2.4609||2.5465||1.7076||3.7886||3.9545
|-
|1||Statistics||Female||2.5888||1.8513||3.2232||3.2363||2.9499||2.6758||2.9624||2.1139||3.8587||4.1297
|-
|5||Studio_Art:_2-D_Design||Female||1.4472||0.9031||2.1038||1.4314||1.1761||1.5441||1.5441||1||2.8344||2.9823
|-
|4||Studio_Art:_2-D_Design||Female||1.8808||0.6021||2.2923||1.7559||1.699||1.8976||2.0374||1||3.1584||3.3038
|-
|3||Studio_Art:_2-D_Design||Female||2.0253||1.301||2.4757||2.0212||2.0492||2.1106||2.2201||1.3802||3.3629||3.5131
|-
|2||Studio_Art:_2-D_Design||Female||2||1.301||2.29||2.0864||2.0043||2.0864||2.1004||1.3802||3.2368||3.4026
|-
|1||Studio_Art:_2-D_Design||Female||1.1139||0.4771||1.3222||1.6902||1.6128||1.2304||1.5682||1.0792||2.4082||2.6444
|-
|5||Studio_Art:_3-D_Design||Female||0.699||0||1.1139||0.7782||0.9031||0.301||0.6021||0.4771||1.9542||2.0934
|-
|4||Studio_Art:_3-D_Design||Female||0.9031||0.301||1.2788||1.1461||1||1.0414||1.1139||0||2.0864||2.2833
|-
|3||Studio_Art:_3-D_Design||Female||1.3617||0.9031||1.7243||1.4314||1.3424||1.5563||1.6021||0.6021||2.6138||2.7896
|-
|2||Studio_Art:_3-D_Design||Female||1.2041||0.699||1.5682||1.4472||1.3424||1.3424||1.4314||0.699||2.4533||2.6415
|-
|1||Studio_Art:_3-D_Design||Female||0||0.301||1||1.2553||0.7782||0.6021||0.9031||0||1.7924||2.017
|-
|5||Studio_Art:_Drawing||Female||1.6128||0.699||2.4116||1.4472||1.3802||1.5911||1.699||0.699||2.871||3.0737
|-
|4||Studio_Art:_Drawing||Female||1.7559||0.8451||2.4183||1.716||1.6902||1.8325||1.9085||1.2553||3.0708||3.2463
|-
|3||Studio_Art:_Drawing||Female||2.0374||1.1461||2.6444||2.0374||2.0899||2.179||2.2833||1.2304||3.3698||3.5429
|-
|2||Studio_Art:_Drawing||Female||1.9777||1.2041||2.3263||2.1523||2.1106||2.0492||2.0864||1.3802||3.1816||3.3735
|-
|1||Studio_Art:_Drawing||Female||1.2553||0.301||1.3979||1.9294||1.5185||1.2553||1.5563||0.699||2.3483||2.6405
|-
|5||US_History||Female||2.6928||1.4624||3.4768||2.5237||2.3766||2.8745||2.6274||1.8325||4.089||4.2455
|-
|4||US_History||Female||2.9455||2.0294||3.6308||3.0073||2.8445||3.1443||2.9248||2.2455||4.3719||4.5175
|-
|3||US_History||Female||3.0017||2.2856||3.6149||3.261||3.1248||3.181||3.1361||2.3444||4.434||4.5881
|-
|2||US_History||Female||3.1265||2.5079||3.6779||3.5472||3.4536||3.2605||3.361||2.5775||4.5033||4.6914
|-
|1||US_History||Female||3.1004||2.534||3.5539||3.8274||3.7091||3.1926||3.6125||2.7251||4.2816||4.6266
|-
|5||World_History||Female||2.0755||1.0414||2.936||2.1492||1.7853||2.3747||2.1072||1.301||3.5257||3.6926
|-
|4||World_History||Female||2.2601||1.5682||3.1082||2.5366||2.2672||2.5763||2.4654||1.6232||3.7368||3.9132
|-
|3||World_History||Female||2.5353||1.7709||3.309||2.9143||2.7042||2.7796||2.8445||2.0453||3.9349||4.1392
|-
|2||World_History||Female||2.5899||1.9294||3.262||3.0795||2.9782||2.8338||2.9854||2.1461||3.9175||4.1615
|-
|1||World_History||Female||2.6656||1.9085||3.1024||3.4038||3.2683||2.7396||3.2531||2.3201||3.7526||4.1583
|}</center>

===2007 AP Exam Scores (Percentage of Students)===
The table below contains the numbers of students and their relative proportion (percent).

<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| colspan=2| || colspan=5| '''Examination Grade''' || colspan=4| '''Summary Statistics'''
|-
| '''Disciplines''' || '''Sample Size''' || '''5''' || '''4''' || '''3''' || '''2''' || '''1''' || '''Number of Students''' || '''3 or Higher / %''' || '''Mean Grade''' || '''Standard Deviation'''
|-
| '''Art History''' || N || 2286 || 4243 || 5006 || 3550 || 3751 || 18836 || 11535 || 2.88 || 1.3
|-
| || % At || 12.13633468 || 22.52601402 || 26.57676789 || 18.84688894 || 19.91399448 || || 61.23911659 || ||
|-
| '''Biology''' || N || 27996 || 29338 || 30749 || 33664 || 23049 || 144796 || 88083 || 3.04 || 1.36
|-
| || % At || 19.33478825 || 20.26160944 || 21.23608387 || 23.24926103 || 15.91825741 || || 60.83248156 || ||
|-
| '''Calculus AB''' || N || 44409 || 39682 || 40448 || 32704 || 54450 || 211693 || 124539 || 2.94 || 1.49
|-
| || % At || 20.97802006 || 18.74506951 || 19.10691426 || 15.44878669 || 25.72120949 || || 58.83000383 || ||
|-
| '''Calculus BC''' || N || 27949 || 11489 || 12095 || 4090 || 8688 || 64311 || 51533 || 3.71 || 1.42
|-
| || % At || 43.4591283 || 17.86475098 || 18.80704701 || 6.359720732 || 13.50935299 || || 80.13092628 || ||
|-
| '''Calculus AB Subscores''' || N || 32268 || 14168 || 8915 || 4222 || 4738 || 64311 || 55351 || 4.01 || 1.25
|-
| || % At || 50.17493119 || 22.0304458 || 13.86232526 || 6.564973333 || 7.367324408 || || 86.06770226 || ||
|-
| '''Chemistry''' || N || 14820 || 17462 || 22321 || 17928 || 24605 || 97136 || 54603 || 2.79 || 1.39
|-
| || % At || 15.25695931 || 17.97685719 || 22.97912206 || 18.45659694 || 25.3304645 || || 56.21293856 || ||
|-
| '''Chinese Language''' (Total Group) || N || 2643 || 386 || 146 || 36 || 50 || 3261 || 3175 || 4.7 || 0.74
|-
| || % At || 81.04875805 || 11.83685986 || 4.477154247 || 1.103955842 || 1.533272002 || || 97.36277216 || ||
|-
| '''Chinese Language''' (Standard Group)** || N || 177 || 71 || 60 || 24 || 31 || 363 || 308 || 3.93 || 1.3
|-
| || % At || 48.76033058 || 19.55922865 || 16.52892562 || 6.611570248 || 8.539944904 || || 84.84848485 || ||
|-
| '''Computer Science''' A || N || 2902 || 3434 || 2178 || 1433 || 5102 || 15049 || 8514 || 2.84 || 1.56
|-
| || % At || 19.28367333 || 22.81879195 || 14.47272244 || 9.522227391 || 33.90258489 || || 56.57518772 || ||
|-
| '''Computer Science''' AB || N || 1682 || 997 || 926 || 473 || 986 || 5064 || 3605 || 3.38 || 1.5
|-
| || % At || 33.21484992 || 19.68799368 || 18.28593997 || 9.340442338 || 19.47077409 || || 71.18878357 || ||
|-
| '''Economics - Macro''' || N || 8462 || 14693 || 9881 || 10311 || 16769 || 60116 || 33036 || 2.8 || 1.43
|-
| || % At || 14.0761195 || 24.44108058 || 16.43655599 || 17.15183978 || 27.89440415 || || 54.95375607 || ||
|-
| '''Economics - Micro''' || N || 6080 || 10300 || 7766 || 5459 || 7778 || 37383 || 24146 || 3.04 || 1.38
|-
| || % At || 16.26407725 || 27.55263087 || 20.77414868 || 14.60289436 || 20.80624883 || || 64.59085681 || ||
|-
| '''English Language''' || N || 25840 || 51720 || 88529 || 85517 || 30624 || 282230 || 166089 || 2.85 || 1.12
|-
| || % At || 9.155653191 || 18.32547922 || 31.36767884 || 30.30046416 || 10.85072459 || || 58.84881125 || ||
|-
| '''English Literature''' || N || 20829 || 62283 || 99267 || 90050 || 26049 || 298478 || 182379 || 2.87 || 1.06
|-
| || % At || 6.978403768 || 20.86686456 || 33.25772754 || 30.16972775 || 8.727276382 || || 61.10299587 || ||
|-
| '''Environmental Science''' || N || 5670 || 12092 || 9383 || 9183 || 16088 || 52416 || 27145 || 2.66 || 1.4
|-
| || % At || 10.81730769 || 23.06929182 || 17.90102259 || 17.51945971 || 30.69291819 || || 51.7876221 || ||
|-
| '''European History''' || N || 10800 || 18314 || 34823 || 10910 || 22195 || 97042 || 63937 || 2.84 || 1.28
|-
| || % At || 11.12920179 || 18.87224089 || 35.8844624 || 11.24255477 || 22.87154016 || || 65.88590507 || ||
|-
| '''French Language''' (Total Group)** || N || 2743 || 3655 || 6643 || 4361 || 4307 || 21709 || 13041 || 2.82 || 1.28
|-
| || % At || 12.63531254 || 16.83633516 || 30.60021189 || 20.08844258 || 19.83969782 || || 60.0718596 || ||
|-
| '''French Language''' (Standard Group)** || N || 1244 || 2510 || 5331 || 3816 || 3928 || 16829 || 9085 || 2.6 || 1.2
|-
| || % At || 7.392001901 || 14.91473052 || 31.67746152 || 22.6751441 || 23.34066195 || || 53.98419395 || ||
|-
| '''French Literature''' || N || 501 || 487 || 480 || 337 || 263 || 2068 || 1468 || 3.3 || 1.34
|-
| || % At || 24.22630561 || 23.54932302 || 23.21083172 || 16.2959381 || 12.71760155 || || 70.98646035 || ||
|-
| '''German Language''' (Total Group)** || N || 1316 || 1160 || 1158 || 1043 || 720 || 5397 || 3634 || 3.24 || 1.36
|-
| || % At || 24.38391699 || 21.49342227 || 21.45636465 || 19.32555123 || 13.34074486 || || 67.33370391 || ||
|-
| '''German Language''' (Standard Group)** || N || 342 || 760 || 938 || 885 || 635 || 3560 || 2040 || 2.8 || 1.23
|-
| || % At || 9.606741573 || 21.34831461 || 26.34831461 || 24.85955056 || 17.83707865 || || 57.30337079 || ||
|-
| '''Government & Politics Comparative''' || N || 2188 || 2635 || 3000 || 3039 || 2496 || 13358 || 7823 || 2.92 || 1.35
|-
| || % At || 16.37969756 || 19.72600689 || 22.45845186 || 22.75041174 || 18.68543195 || || 58.56415631 || ||
|-
| '''Government & Politics United States''' || N || 9705 || 30488 || 43245 || 51620 || 25920 || 160978 || 83438 || 2.67 || 1.13
|-
| || % At || 6.028774118 || 18.93923393 || 26.86391929 || 32.06649356 || 16.1015791 || || 51.83192734 || ||
|-
| '''Human Geography''' || N || 3249 || 5183 || 6320 || 4724 || 9529 || 29005 || 14752 || 2.58 || 1.39
|-
| || % At || 11.20151698 || 17.86933287 || 21.78934666 || 16.2868471 || 32.85295639 || || 50.86019652 || ||
|-
| '''Italian Language''' (Total Group) || N || 252 || 209 || 393 || 329 || 459 || 1642 || 854 || 2.67 || 1.4
|-
| || % At || 15.34713764 || 12.72838002 || 23.93422655 || 20.0365408 || 27.95371498 || || 52.00974421 || ||
|-
| '''Italian Language''' (Standard Group)** || N || 85 || 138 || 311 || 292 || 433 || 1259 || 534 || 2.32 || 1.24
|-
| || % At || 6.751389992 || 10.96108022 || 24.70214456 || 23.19301033 || 34.3923749 || || 42.41461477 || ||
|-
| '''Japanese Language''' (Total Group)** || N || 724 || 154 || 314 || 152 || 323 || 1667 || 1192 || 3.48 || 1.57
|-
| || % At || 43.43131374 || 9.23815237 || 18.83623275 || 9.118176365 || 19.37612478 || || 71.50569886 || ||
|-
| '''Japanese Language''' (Standard Group)** || N || 102 || 66 || 182 || 99 || 218 || 667 || 350 || 2.6 || 1.42
|-
| || % At || 15.29235382 || 9.895052474 || 27.28635682 || 14.84257871 || 32.68365817 || || 52.47376312 || ||
|-
| '''Latin Literature''' || N || 508 || 549 || 962 || 612 || 1140 || 3771 || 2019 || 2.65 || 1.39
|-
| || % At || 13.47122779 || 14.55847255 || 25.51047468 || 16.22911695 || 30.23070804 || || 53.54017502 || ||
|-
| '''Latin Vergil''' || N || 937 || 911 || 1229 || 931 || 921 || 4929 || 3077 || 3 || 1.37
|-
| || % At || 19.00994116 || 18.4824508 || 24.9340637 || 18.88821262 || 18.68533171 || || 62.42645567 || ||
|-
| '''Music Theory''' || N || 2210 || 2263 || 3400 || 3517 || 1804 || 13194 || 7873 || 2.97 || 1.29
|-
| || % At || 16.7500379 || 17.15173564 || 25.76928907 || 26.65605578 || 13.67288161 || || 59.6710626 || ||
|-
| '''Music Theory''' Aural Subscore || N || 2184 || 2296 || 3219 || 3767 || 1728 || 13194 || 7699 || 2.96 || 1.28
|-
| || % At || 16.55297863 || 17.40184933 || 24.39745339 || 28.55085645 || 13.09686221 || || 58.35228134 || ||
|-
| '''Music Theory''' Nonaural Subscore || N || 2240 || 2305 || 3398 || 3461 || 1790 || 13194 || 7943 || 2.98 || 1.29
|-
| || % At || 16.97741398 || 17.47006215 || 25.75413067 || 26.23162043 || 13.56677278 || || 60.20160679 || ||
|-
| '''Physics B''' || N || 8869 || 9279 || 14931 || 10210 || 11601 || 54890 || 33079 || 2.88 || 1.35
|-
| || % At || 16.15777009 || 16.90471853 || 27.20167608 || 18.60083804 || 21.13499727 || || 60.26416469 || ||
|-
| '''Physics C E&M''' || N || 3787 || 2871 || 1354 || 1890 || 1290 || 11192 || 8012 || 3.53 || 1.4
|-
| || % At || 33.83666905 || 25.65225161 || 12.09792709 || 16.88706219 || 11.52609006 || || 71.58684775 || ||
|-
| '''Physics C Mechanics''' || N || 6877 || 6669 || 5268 || 3699 || 3801 || 26314 || 18814 || 3.35 || 1.38
|-
| || % At || 26.13437714 || 25.34392339 || 20.01976134 || 14.05715589 || 14.44478225 || || 71.49806187 || ||
|-
| '''Psychology''' || N || 21833 || 30430 || 23851 || 15902 || 24112 || 116128 || 76114 || 3.09 || 1.41
|-
| || % At || 18.80080601 || 26.20384403 || 20.53854368 || 13.69351061 || 20.76329567 || || 65.54319372 || ||
|-
| '''Spanish Language''' (Total Group) || N || 20397 || 25383 || 19464 || 17892 || 18063 || 101199 || 65244 || 3.12 || 1.39
|-
| || % At || 20.1553375 || 25.08226366 || 19.23339163 || 17.6800166 || 17.8489906 || || 64.4709928 || ||
|-
| '''Spanish Language''' (Standard Group)** || N || 4299 || 8269 || 8085 || 9230 || 11290 || 41173 || 20653 || 2.64 || 1.34
|-
| || % At || 10.44130862 || 20.0835499 || 19.63665509 || 22.41760377 || 27.42088262 || || 50.16151361 || ||
|-
| '''Spanish Literature''' || N || 1757 || 3464 || 4207 || 2277 || 3616 || 15321 || 9428 || 2.83 || 1.32
|-
| || % At || 11.46791985 || 22.60949024 || 27.45904314 || 14.86195418 || 23.60159259 || || 61.53645323 || ||
|-
| '''Statistics''' || N || 11643 || 21076 || 24922 || 16755 || 23637 || 98033 || 57641 || 2.8 || 1.34
|-
| || % At || 11.87661298 || 21.49888303 || 25.42205176 || 17.09118358 || 24.11126865 || || 58.79754776 || ||
|-
| '''Studio Art Drawing''' || N || 1681 || 2470 || 5043 || 3546 || 818 || 13558 || 9194 || 3.05 || 1.09
|-
| || % At || 12.39858386 || 18.21802626 || 37.19575159 || 26.15430004 || 6.03333825 || || 67.81236171 || ||
|-
| '''Studio Art 2-D Design''' || N || 1494 || 2861 || 4665 || 3674 || 716 || 13410 || 9020 || 3.06 || 1.07
|-
| || % At || 11.1409396 || 21.33482476 || 34.78747204 || 27.39746458 || 5.339299031 || || 67.26323639 || ||
|-
| '''Studio Art 3-D Design''' || N || 223 || 324 || 935 || 665 || 173 || 2320 || 1482 || 2.9 || 1.05
|-
| || % At || 9.612068966 || 13.96551724 || 40.30172414 || 28.6637931 || 7.456896552 || || 63.87931034 || ||
|-
| '''United States History''' || N || 37110 || 66325 || 74153 || 87268 || 68706 || 333562 || 177588 || 2.75 || 1.29
|-
| || % At || 11.125368 || 19.88385967 || 22.23064977 || 26.16245256 || 20.59767 || || 53.23987744 || ||
|-
| '''World History''' || N || 11461 || 17183 || 26616 || 24773 || 21942 || 101975 || 55260 || 2.72 || 1.28
|}</center>

<hr>
* SOCR Home page: http://www.socr.ucla.edu

{{translate|pageName=http://wiki.stat.ucla.edu/socr/index.php?title=SOCR_Data_Dinov_030708_APExamScores}}

SOCR Data Dinov 030708 APExamScores

2011-10-31T18:18:24Z

TracyTam: /* 2007 AP Exam Scores (Genders and Grace Levels) */

== [[SOCR_Data |SOCR Data]] - 2007 Advanced Placement (AP) Exam Scores by Discipline==

===Data Description===
* '''Source''': [http://professionals.collegeboard.com/data-reports-research/ap/data-2007 The College Board AP Results for 2007].

* '''Summary''':
[[Image:SOCR_Data_Dinov_APExams_062408_Fig1.png|150px|thumbnail|right| [http://www.hoover.org/publications/ednext/3260116.html AP Exams] ]]

: The goals of collecting this data on AP exam scores by discipline was to gauge the individual success on an AP Exam in 2007. Most students view a grade of 3 or higher as a successful grade (grade range {1 (worst), 2, 3, 4, 5(best)}. Of interest was to evaluate the performance for each grade level, type of school, or geographic location.

: This table reflects 2,533,431 AP Examinations taken by 1,464,254 students from 16,464 secondary schools.

: Standard students generally receive most of their foreign language training in U.S. schools. They did not indicate on their answer sheet that they regularly speak or hear the foreign language of the examination, or that they have lived for one month or more in a country where the language is spoken.

===2007 AP Exam Scores (Genders and Grace Levels)===
The table below contains the raw numbers of students taking different AP exams, their scores and grade levels and genders.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || colspan="5" |Examination Grade||colspan="4"|Summary Statistics||colspan="7"|Grade Level||colspan="2"|Gender
|-
|5||4||3||2||1||Number of Students||3 or Higher%||Mean Grade||Standard Deviation||9th Grade||10th Grade||11th Grade||12th Grade||Not HS||<9th Grade||Other||Male||Female
|-
| Biology||27996||29338||30749||33664||23049||144796||88083||3.04||1.36||1368||13311||54119||70493||85||24||5396||60597||84199
|-
| Calculus AB||44409||39682||40448||32704||54450||211693||124539||2.94||1.49||190||2655||38717||162361||484||30||7256||109095||102598
|-
| Calculus AB Subscores||32268||14168||8915||4222||4738||64311||55351||4.01||1.25||.||.||.||.||.||.||.||.||.
|-
| Calculus BC||27949||11489||12095||4090||8688||64311||51533||3.71||1.42||121||1255||14142||46713||134||15||1931||38028||26283
|-
| Chemistry||14820||17462||22321||17928||24605||97136||54603||2.79||1.39||50||5550||50226||37751||220||5||3334||51743||45393
|-
| Chinese Language (Standard Group)**||177||71||60||24||31||363||308||3.93||1.30||.||.||.||.||.||.||.||.||.
|-
| Chinese Language (Total Group)**||2643||386||146||36||50||3261||3175||4.70||0.74||80||367||1193||1453||5||7||156||1482||1779
|-
| Computer Science A||2902||3434||2178||1433||5102||15049||8514||2.84||1.56||215||2508||5539||6274||13||3||497||12282||2767
|-
| Computer Science AB||1682||997||926||473||986||5064||3605||3.38||1.50||43||599||2024||2246||13||5||134||4461||603
|-
| Economics - Macro||8462||14693||9881||10311||16769||60116||33036||2.80||1.43||109||876||6684||49818||245||2||2382||32931||27185
|-
| Economics - Micro||6080||10300||7766||5459||7778||37383||24146||3.04||1.38||24||1109||5589||29006||228||2||1425||21438||15945
|-
| English Language||25840||51720||88529||85517||30624||282230||166089||2.85||1.12||90||4346||229191||37769||64||3||10767||104425||177805
|-
| English Literature||20829||62283||99267||90050||26049||298478||182379||2.87||1.06||20||651||23745||262341||151||4||11566||108109||190369
|-
| Environmental Science||5670||12092||9383||9183||16088||52416||27145||2.66||1.40||728||2068||17448||29665||45||0||2462||23129||29287
|-
| European History||10800||18314||34823||10910||22195||97042||63937||2.84||1.28||419||48885||15659||28580||36||1||3462||45075||51967
|-
| French Language (Standard Group)**||1244||2510||5331||3816||3928||16829||9085||2.60||1.20||.||.||.||.||.||.||.||.||.
|-
| French Language (Total Group)**||2743||3655||6643||4361||4307||21709||13041||2.82||1.28||162||1119||5943||13555||13||84||833||6535||15174
|-
| French Literature||501||487||480||337||263||2068||1468||3.30||1.34||10||111||489||1360||2||0||96||594||1474
|-
| German Language (Standard Group)**||342||760||938||885||635||3560||2040||2.80||1.23||.||.||.||.||.||.||.||.||
|-
| German Language (Total Group)**||1316||1160||1158||1043||720||5397||3634||3.24||1.36||80||302||1273||3505||12||39||186||2778||2619
|-
| Government & Politics Comparative||2188||2635||3000||3039||2496||13358||7823||2.92||1.35||8||711||2285||9745||15||0||594||6986||6372
|-
| Government & Politics United States||9705||30488||43245||51620||25920||160978||83438||2.67||1.13||946||8258||16900||128710||55||6||6103||75427||85551
|-
| Human Geography||3249||5183||6320||4724||9529||29005||14752||2.58||1.39||12546||5219||3874||6229||10||2||1125||13182||15823
|-
| Italian Language (Standard Group)**||85||138||311||292||433||1259||534||2.32||1.24||.||.||.||.||.||.||.||.||.
|-
| Italian Language (Total Group)**||252||209||393||329||459||1642||854||2.67||1.40||8||27||263||1267||6||0||71||582||1060
|-
| Japanese Language (Standard Group)**||102||66||182||99||218||667||350||2.60||1.42||.||.||.||.||.||.||.||.||.
|-
| Japanese Language (Total Group)**||724||154||314||152||323||1667||1192||3.48||1.57||31||96||456||1026||3||2||53||773||894
|-
| Latin Literature||508||549||962||612||1140||3771||2019||2.65||1.39||11||156||1564||1920||3||1||116||1766||2005
|-
| Latin Vergil||937||911||1229||931||921||4929||3077||3||1.37||36||313||2112||2299||1||1||167||2578||2351
|-
| Music Theory||2210||2263||3400||3517||1804||13194||7873||2.97||1.29||105||1175||4239||7189||12||15||459||7507||5687
|-
| Music Theory Aural Subscore||2184||2296||3219||3767||1728||13194||7699||2.96||1.28||.||.||.||.||.||.||.||.||.
|-
| Music Theory Nonaural Subscore||2240||2305||3398||3461||1790||13194||7943||2.98||1.29||.||.||.||.||.||.||.||.||.
|-
| Physics B||8869||9279||14931||10210||11601||54890||33079||2.88||1.35||103||1144||19411||32138||77||24||1993||35711||19179
|-
| Physics C E&M||3787||2871||1354||1890||1290||11192||8012||3.53||1.40||5||132||1275||9370||83||5||322||8678||2514
|-
| Physics C Mechanics||6877||6669||5268||3699||3801||26314||18814||3.35||1.38||8||218||3498||21651||99||9||831||19291||7023
|-
| Psychology||21833||30430||23851||15902||24112||116128||76114||3.09||1.41||123||3329||37075||70456||88||5||5052||40920||75208
|-
| Spanish Language (Standard Group)**||4299||8269||8085||9230||11290||41173||20653||2.64||1.34||.||.||.||.||.||.||.||.||.
|-
| Spanish Language (Total Group)**||20397||25383||19464||17892||18063||101199||65244||3.12||1.39||2677||11677||35429||43772||133||2864||4647||36166||65033
|-
| Spanish Literature||1757||3464||4207||2277||3616||15321||9428||2.83||1.32||129||1114||4541||8598||7||0||932||5100||10221
|-
| Statistics||11643||21076||24922||16755||23637||98033||57641||2.80||1.34||117||3964||18782||71348||193||10||3619||48854||49179
|-
| Studio Art 2-D Design||1494||2861||4665||3674||716||13410||9020||3.06||1.07||16||212||2314||10169||22||1||676||3895||9515
|-
| Studio Art 3-D Design||223||324||935||665||173||2320||1482||2.90||1.05||5||41||300||1822||5||0||147||823||1497
|-
| Studio Art Drawing||1681||2470||5043||3546||818||13558||9194||3.05||1.09||8||316||2506||10012||22||0||694||3964||9594
|-
| United States History||37110||66325||74153||87268||68706||333562||177588||2.75||1.29||354||27033||277343||17332||40||10||11450||151569||181993
|-
| World History||11461||17183||26616||24773||21942||101975||55260||2.72||1.28||4685||78011||10172||5561||19||4||3523||45716||56259
|}</center>

===2007 USA AP Exam Score Distribution===
The table below contains the numbers and scores of US students taking different AP exams.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || rowspan="2"|Examination Grade||colspan="2"|Gender||colspan="9"|Ethnic Group||rowspan="2"|Total
|-
|Male||Female||Not Stated||American Indian||Asian||Black||Mexican American||Other||Other Hispanic||Puerto Rican||White
|-
| rowspan="7"|Art History||5||730||1469||86||8||352||28||45||122||64||8||1486||2199
|-
| 4||1377||2763||160||14||670||74||138||223||213||18||2630||4140
|-
| 3||1614||3288||190||25||711||141||211||242||348||37||2997||4902
|-
| 2||1141||2332||124||16||511||145||223||163||291||35||1965||3473
|-
| 1||1296||2403||162||22||499||279||347||152||461||41||1736||3699
|-
| Total||6158||12255||722||85||2743||667||964||902||1377||139||10814||18413
|-
| Mean||2.85||2.88||2.84||2.65||2.95||2.14||2.29||3.00||2.37||2.40||3.02||2.87
|-
| rowspan="7"|Biology||5||13617||13318||731||51||7032||398||317||1150||560||96||16600||26935
|-
| 4||13026||15463||771||100||5569||808||526||1223||726||132||18634||28489
|-
| 3||12717||17312||833||140||4954||1143||824||1177||988||182||19788||30029
|-
| 2||12309||20768||997||193||4740||2089||1555||1303||1481||272||20447||33077
|-
| 1||7354||15437||737||152||2920||3585||2174||893||1965||283||10082||22791
|-
| Total||59023||82298||4069||636||25215||8023||5396||5746||5720||965||85551||141321
|-
| Mean||3.22||2.88||2.94||2.54||3.36||2.05||2.12||3.08||2.38||2.47||3.13||3.03
|-
| rowspan="7"|Calculus AB||5||25366||16543||962||84||8008||512||617||1202||901||115||29508||41909
|-
| 4||20395||17916||897||110||6279||853||798||1178||947||135||27114||38311
|-
| 3||19533||19635||983||154||6015||1213||1298||1191||1216||180||26918||39168
|-
| 2||15484||16379||749||143||4744||1417||1445||1007||1231||172||20955||31863
|-
| 1||24230||29065||1438||332||6876||5334||4557||1563||3312||405||29478||53295
|-
| Total||105008||99538||5029||823||31922||9329||8715||6141||7607||1007||133973||204546
|-
| Mean||3.07||2.76||2.84||2.36||3.12||1.91||2.02||2.91||2.33||2.39||3.05||2.92
|-
| rowspan="7"|Calculus BC||5||17507||9396||654||53||8045||247||296||918||462||80||16148||26903
|-
| 4||6460||4771||268||25||2876||219||180||415||272||38||6938||11231
|-
| 3||6450||5410||276||25||2939||306||333||384||337||42||7218||11860
|-
| 2||2091||1944||104||18||965||138||146||138||128||17||2381||4035
|-
| 1||4382||4203||223||33||1969||494||442||323||393||30||4678||8585
|-
| Total||36890||25724||1525||154||16794||1404||1397||2178||1592||207||37363||62614
|-
| Mean||3.83||3.51||3.67||3.31||3.84||2.71||2.82||3.67||3.18||3.58||3.74||3.70
|-
| rowspan="7"|Chemistry||5||9090||4631||348||25||4372||153||104||486||204||35||7994||13721
|-
| 4||9620||6935||446||38||4151||316||207||572||322||53||10450||16555
|-
| 3||11583||9871||542||85||4371||569||432||823||552||97||13983||21454
|-
| 2||8607||8788||424||76||3034||689||499||599||559||99||11416||17395
|-
| 1||10549||13633||653||144||3535||2475||1701||945||1450||205||13074||24182
|-
| Total||49449||43858||2413||368||19463||4202||2943||3425||3087||489||56917||93307
|-
| Mean||2.96||2.55||2.76||2.25||3.14||1.81||1.82||2.72||2.12||2.21||2.80||2.77
|-
| rowspan="7"|Chinese Lang & Cultures||5||854||1118||77||.||1857||.||.||20||.||.||16||1972
|-
| 4||145||158||8||.||264||.||.||7||.||.||23||303
|-
| 3||65||48||11||.||76||3||.||3||.||.||19||113
|-
| 2||14||16||1||.||14||.||.||3||.||.||10||30
|-
| 1||17||25||.||.||18||2||.||1||.||.||16||42
|-
| Total||1095||1365||97||4||2229||5||4||34||3||.||84||2460
|-
| Mean||4.65||4.71||4.66||.||4.76||2.20||.||4.24||.||.||3.15||4.68
|-
| rowspan="7"|Computer Science A||5||2386||396||51||6||717||25||25||102||51||12||1793||2782
|-
| 4||2810||491||81||8||782||56||60||124||91||14||2085||3301
|-
| 3||1726||375||48||12||485||46||51||73||61||12||1313||2101
|-
| 2||1119||261||25||6||296||41||43||59||50||11||849||1380
|-
| 1||3823||1142||144||22||1039||472||250||216||312||34||2476||4965
|-
| Total||11864||2665||349||54||3319||640||429||574||565||83||8516||14529
|-
| Mean||2.90||2.53||2.63||2.44||2.95||1.63||1.99||2.72||2.15||2.51||2.98||2.83
|-
| rowspan="7"|Computer Science AB||5||1433||179||33||2||444||15||12||63||18||6||1019||1612
|-
| 4||831||129||10||2||247||10||17||31||14||3||626||960
|-
| 3||787||105||29||1||248||13||11||43||21||2||524||892
|-
| 2||401||53||18||2||128||10||3||16||14||2||261||454
|-
| 1||820||125||27||6||224||29||32||38||32||4||553||945
|-
| Total||4272||591||117||13||1291||77||75||191||99||17||2983||4863
|-
| Mean||3.39||3.31||3.03||2.38||3.43||2.64||2.65||3.34||2.72||3.29||3.43||3.38
|-
| rowspan="7"|Economics Macro||5||5037||2469||189||14||1819||68||111||278||189||20||4818||7506
|-
| 4||8373||5251||374||36||2698||279||303||495||505||47||8887||13624
|-
| 3||5234||4058||241||32||1644||313||360||341||409||44||5908||9292
|-
| 2||5146||4718||301||34||1617||402||542||364||529||75||6000||9864
|-
| 1||7212||9203||502||83||2015||1687||1746||586||1805||178||7813||16415
|-
| Total||31002||25699||1607||199||9793||2749||3062||2064||3437||364||33426||56701
|-
| Mean||2.96||2.50||2.66||2.32||3.07||1.78||1.85||2.77||2.05||2.05||2.91||2.75
|-
| rowspan="7"|Economics Micro||5||3697||1401||152||9||1261||44||49||193||78||10||3302||5098
|-
| 4||5791||3369||260||20||1871||177||175||340||249||32||6036||9160
|-
| 3||4012||3090||209||20||1242||226||209||264||249||47||4636||7102
|-
| 2||2654||2457||157||18||788||238||234||182||189||32||3273||5111
|-
| 1||3360||4115||247||26||950||960||635||266||619||132||3640||7475
|-
| Total||19514||14432||1025||93||6112||1645||1302||1245||1384||253||20887||33946
|-
| Mean||3.20||2.69||2.92||2.66||3.28||1.85||2.05||3.01||2.26||2.04||3.10||2.98
|-
| rowspan="7"|English Lang & Composition||5||10163||15274||704||62||3680||402||333||1100||609||92||18455||25437
|-
| 4||19690||31194||1382||209||6156||1281||1189||2043||1592||231||36801||50884
|-
| 3||31986||55167||2391||476||9374||3941||3697||3206||3726||566||59776||87153
|-
| 2||29442||54801||2560||663||8342||7901||7949||3130||6296||804||46598||84243
|-
| 1||11540||18709||1035||300||2122||6162||4937||989||3997||342||10365||30249
|-
| Total||102821||175145||8072||1710||29674||19687||18105||10468||16220||2035||171995||277966
|-
| Mean||2.88||2.83||2.77||2.46||3.03||2.08||2.12||2.92||2.29||2.47||3.04||2.85
|-
| rowspan="7"|English Lit & Composition||5||6482||13815||645||39||2628||264||237||871||365||72||15176||20297
|-
| 4||21394||39453||1737||213||6731||1413||1054||2151||1495||252||45801||60847
|-
| 3||35632||61469||2744||470||9489||4196||3090||3162||3487||644||69819||97101
|-
| 2||32099||56235||2574||651||8637||9177||6305||3068||5555||934||51433||88334
|-
| 1||10314||15424||855||254||2138||6879||3148||857||2974||357||8276||25738
|-
| Total||105921||186396||8555||1627||29623||21929||13834||10109||13876||2259||190505||292317
|-
| Mean||2.83||2.89||2.85||2.47||2.97||2.04||2.20||2.91||2.33||2.45||3.04||2.87
|-
| rowspan="7"|Environmental Science||5||3313||2270||177||10||824||53||69||205||123||21||4101||5583
|-
| 4||6146||5798||365||36||1420||246||244||460||401||61||8711||11944
|-
| 3||4264||5029||285||35||1054||314||244||369||358||53||6581||9293
|-
| 2||3682||5421||300||50||973||416||323||336||479||61||6165||9103
|-
| 1||5464||10511||560||94||1593||1951||1072||644||1520||181||8360||15975
|-
| Total||22869||29029||1687||225||5864||2980||1952||2014||2881||377||33918||51898
|-
| Mean||2.92||2.45||2.58||2.19||2.81||1.67||1.93||2.63||2.00||2.15||2.82||2.65
|-
| rowspan="7"|European History||5||5633||4933||301||19||1662||109||120||425||262||29||7639||10566
|-
| 4||9106||8811||527||61||2481||304||275||753||508||78||12930||17917
|-
| 3||16137||18077||986||139||4169||939||881||1393||1098||181||24428||34214
|-
| 2||4661||6079||324||56||1271||438||408||401||455||74||7313||10740
|-
| 1||8737||13161||730||116||2377||1761||1557||927||1364||227||12839||21898
|-
| Total||44274||51061||2868||391||11960||3551||3241||3899||3687||589||65149||95335
|-
| Mean||2.96||2.73||2.77||2.52||2.98||2.03||2.07||2.83||2.42||2.33||2.93||2.84
|-
| rowspan="7"|French Language||5||701||1450||91||1||201||144||23||170||87||6||1428||2151
|-
| 4||884||2221||114||4||374||182||58||220||111||10||2032||3105
|-
| 3||1810||4237||193||10||783||302||180||298||273||7||4001||6047
|-
| 2||1161||2981||163||12||498||204||181||180||191||7||2706||4142
|-
| 1||1286||2924||134||12||466||300||329||188||308||25||2448||4210
|-
| Total||5842||13813||695||39||2322||1132||771||1056||970||55||12615||19655
|-
| Mean||2.75||2.73||2.81||2.23||2.72||2.70||2.05||3.00||2.46||2.36||2.78||2.74
|-
| rowspan="7"|French Literature||5||118||314||28||.||44||13||6||28||14||2||297||432
|-
| 4||114||319||16||.||53||23||4||24||11||2||300||433
|-
| 3||121||322||24||.||50||27||5||25||17||||294||443
|-
| 2||101||217||14||.||38||17||10||20||13||1||205||318
|-
| 1||85||166||7||.||24||17||3||12||20||1||167||251
|-
| Total||539||1338||89||1||209||97||28||109||75||6||1263||1877
|-
| Mean||3.15||3.30||3.49||.||3.26||2.98||3.00||3.33||2.81||3.50||3.28||3.25
|-
| rowspan="7"|German Language||5||464||510||39||2||48||18||1||44||13||1||808||974
|-
| 4||533||530||25||4||72||14||10||46||20||1||871||1063
|-
| 3||600||516||29||3||67||15||9||37||24||3||929||1116
|-
| 2||530||499||30||3||62||11||16||39||19||6||843||1029
|-
| 1||415||298||20||7||44||30||24||24||30||5||529||713
|-
| Total||2542||2353||143||19||293||88||60||190||106||16||3980||4895
|-
| Mean||3.04||3.19||3.23||2.53||3.06||2.76||2.13||3.25||2.69||2.19||3.15||3.11
|-
| rowspan="7"|Government Politics Comp||5||1256||784||60||2||281||28||29||78||62||8||1492||2040
|-
| 4||1461||1057||92||11||340||47||50||106||77||11||1784||2518
|-
| 3||1488||1390||104||17||344||90||61||134||103||23||2002||2878
|-
| 2||1481||1456||85||10||322||156||81||148||127||17||1991||2937
|-
| 1||1072||1382||106||22||262||262||134||114||147||24||1383||2454
|-
| Total||6758||6069||447||62||1549||583||355||580||516||83||8652||12827
|-
| Mean||3.05||2.74||2.81||2.37||3.04||2.01||2.32||2.80||2.57||2.54||3.00||2.90
|-
| rowspan="7"|Government Politics US||5||5392||4272||267||18||1341||127||138||359||186||25||7203||9664
|-
| 4||16375||13992||829||100||3901||580||624||1113||825||131||22264||30367
|-
| 3||21584||21509||1101||179||5304||1464||1385||1518||1544||242||30356||43093
|-
| 2||22468||28942||1483||279||6275||3227||3145||1925||2815||401||31860||51410
|-
| 1||9325||16487||757||160||2885||4032||3439||972||3194||304||10069||25812
|-
| Total||75144||85202||4437||736||19706||9430||8731||5887||8564||1103||101752||160346
|-
| Mean||2.81||2.54||2.63||2.37||2.72||1.89||1.96||2.65||2.07||2.25||2.85||2.67
|-
| rowspan="7"|Human Geography||5||1765||1310||72||10||446||69||44||122||96||17||2199||3075
|-
| 4||2538||2491||145||16||639||184||89||187||228||22||3519||5029
|-
| 3||2929||3260||169||21||676||323||170||252||411||63||4104||6189
|-
| 2||2019||2627||140||24||448||386||210||176||350||60||2852||4646
|-
| 1||3614||5834||329||44||710||1843||645||385||949||196||4347||9448
|-
| Total||12865||15522||855||115||2919||2805||1158||1122||2034||358||17021||28387
|-
| Mean||2.75||2.41||2.40||2.34||2.88||1.66||1.86||2.54||2.10||1.89||2.79||2.56
|-
| rowspan="7"|Italian Language||5||73||122||6||.||5||2||4||11||32||2||131||195
|-
| 4||61||127||8||.||2||2||9||8||41||1||117||188
|-
| 3||127||258||11||.||23||3||13||13||63||7||252||385
|-
| 2||114||214||12||.||16||5||7||12||41||5||230||328
|-
| 1||172||287||19||.||18||9||11||14||27||9||352||459
|-
| Total||547||1008||56||2||64||21||44||58||204||24||1082||1555
|-
| Mean||2.54||2.59||2.46||.||2.38||2.19||2.73||2.83||3.05||2.25||2.49||2.57
|-
| rowspan="7"|Japanese Lang & Culture||5||210||226||18||.||351||1||||30||1||.||34||436
|-
| 4||63||66||6||.||79||1||1||5||2||.||34||129
|-
| 3||131||171||15||.||172||9||4||13||4||.||85||302
|-
| 2||68||79||4||.||67||7||1||13||1||.||54||147
|-
| 1||163||151||13||.||116||9||7||18||12||.||136||314
|-
| Total||635||693||56||1||785||27||13||79||20||4||343||1328
|-
| Mean||3.14||3.20||3.21||.||3.61||2.19||1.92||3.20||1.95||.||2.35||3.17
|-
| rowspan="7"|Latin Literature||5||239||265||18||1||92||10||3||22||7||2||349||504
|-
| 4||243||302||18||||83||17||3||27||3||1||393||545
|-
| 3||450||503||31||2||117||27||12||41||10||1||712||953
|-
| 2||276||332||23||3||60||21||11||22||7||.||461||608
|-
| 1||553||585||35||7||134||42||17||46||41||5||811||1138
|-
| Total||1761||1987||125||13||486||117||46||158||68||9||2726||3748
|-
| Mean||2.62||2.66||2.69||1.85||2.87||2.42||2.22||2.73||1.94||2.44||2.64||2.64
|-
| rowspan="7"|Latin Vergil||5||489||436||32||.||136||16||6||48||11||1||675||925
|-
| 4||512||393||36||4||109||15||6||42||12||4||677||905
|-
| 3||646||582||34||6||137||28||12||49||21||5||936||1228
|-
| 2||475||453||26||5||77||28||16||34||23||3||716||928
|-
| 1||449||471||40||8||66||32||26||28||22||1||697||920
|-
| Total||2571||2335||168||23||525||119||66||201||89||14||3701||4906
|-
| Mean||3.05||2.94||2.96||2.26||3.33||2.62||2.24||3.24||2.63||3.07||2.98||3.00
|-
| rowspan="7"|Music Theory||5||1359||779||73||5||334||32||21||57||38||8||1570||2138
|-
| 4||1277||946||72||10||299||52||35||64||40||12||1639||2223
|-
| 3||1880||1482||86||20||380||102||67||104||126||32||2445||3362
|-
| 2||1886||1596||119||18||362||224||109||127||153||41||2329||3482
|-
| 1||1011||777||64||15||146||249||82||62||165||30||975||1788
|-
| Total||7413||5580||414||68||1521||659||314||414||522||123||8958||12993
|-
| Mean||3.01||2.88||2.93||2.59||3.21||2.08||2.38||2.82||2.30||2.41||3.06||2.96
|-
| rowspan="7"|Physics B||5||6142||1856||203||20||2031||54||69||288||137||28||5168||7998
|-
| 4||6279||2507||235||27||1750||133||128||276||194||35||6008||8786
|-
| 3||9545||4884||406||42||2664||310||364||510||396||60||9677||14429
|-
| 2||6085||3896||257||43||1755||414||384||315||403||63||6347||9981
|-
| 1||6148||5293||340||74||1810||1137||1112||431||882||89||5566||11441
|-
| Total||34199||18436||1441||206||10010||2048||2057||1820||2012||275||32766||52635
|-
| Mean||3.01||2.55||2.79||2.40||3.04||1.81||1.86||2.82||2.16||2.45||2.97||2.85
|-
| rowspan="7"|Physics C Elec & Magnet||5||2971||616||97||7||1107||28||23||120||59||5||2141||3587
|-
| 4||2143||622||70||13||755||40||31||101||59||9||1687||2765
|-
| 3||987||332||28||3||351||32||29||37||22||6||811||1319
|-
| 2||1339||503||61||5||425||47||34||56||48||8||1158||1842
|-
| 1||918||357||39||3||306||40||40||47||64||5||731||1275
|-
| Total||8358||2430||295||31||2944||187||157||361||252||33||6528||10788
|-
| Mean||3.59||3.26||3.42||3.52||3.66||2.83||2.76||3.53||3.00||3.03||3.51||3.51
|-
| rowspan="7"|Physics C Mechanics||5||5252||1252||166||16||1894||45||52||207||107||18||3999||6504
|-
| 4||4847||1634||188||12||1490||74||76||218||138||26||4259||6481
|-
| 3||3789||1381||137||26||1034||106||102||157||134||19||3455||5170
|-
| 2||2478||1163||93||24||703||119||97||108||144||23||2330||3641
|-
| 1||2328||1430||109||20||771||270||230||136||226||25||1971||3758
|-
| Total||18694||6860||693||98||5892||614||557||826||749||111||16014||25554
|-
| Mean||3.44||3.02||3.30||2.80||3.51||2.19||2.32||3.31||2.67||2.90||3.37||3.33
|-
| rowspan="7"|Psychology||5||7439||13750||589||59||3260||384||233||783||575||101||15205||21189
|-
| 4||10963||18770||844||125||3776||1064||545||1127||1110||184||20958||29733
|-
| 3||8488||14926||656||117||2645||1212||597||847||1008||183||16149||23414
|-
| 2||5378||10244||466||77||1664||1196||548||568||839||138||10126||15622
|-
| 1||7682||15958||818||124||2521||3665||1469||945||2098||283||11717||23640
|-
| Total||39950||73648||3373||502||13866||7521||3392||4270||5630||889||74155||113598
|-
| Mean||3.13||3.06||2.98||2.84||3.26||2.11||2.27||3.06||2.51||2.64||3.24||3.08
|-
| rowspan="7"|Spanish Language||5||6585||13170||529||6||809||91||7237||416||6845||356||3466||19755
|-
| 4||8649||16516||790||22||1334||228||8890||543||6575||461||6322||25165
|-
| 3||6886||12473||598||32||1211||314||6239||468||4108||331||6058||19359
|-
| 2||6435||11365||580||43||1327||458||4785||483||3121||303||6700||17800
|-
| 1||7121||10879||642||56||1388||1210||3488||549||2397||274||7996||18000
|-
| Total||35676||64403||3139||159||6069||2301||30639||2459||23046||1725||30542||100079
|-
| Mean||3.03||3.15||2.99||2.24||2.81||1.93||3.38||2.92||3.54||3.19||2.69||3.11
|-
| rowspan="7"|Spanish Literature||5||452||1057||47||1||78||9||413||40||536||17||368||1509
|-
| 4||946||2324||104||1||148||24||1283||65||1024||41||580||3270
|-
| 3||1309||2812||95||1||111||30||1929||69||1355||48||483||4121
|-
| 2||742||1520||57||2||48||17||1114||28||751||32||213||2262
|-
| 1||1415||2173||149||3||49||56||1676||53||1177||84||341||3588
|-
| Total||4864||9886||452||8||434||136||6415||255||4843||222||1985||14750
|-
| Mean||2.65||2.86||2.65||2.38||3.36||2.36||2.63||3.04||2.79||2.44||3.21||2.79
|-
| rowspan="7"|Statistics||5||7099||4232||264||16||2675||92||98||342||152||31||7661||11331
|-
| 4||11470||9124||505||65||3697||335||265||583||445||67||14632||20594
|-
| 3||11984||12499||606||95||3668||645||520||751||697||97||17404||24483
|-
| 2||7526||9005||501||74||2228||748||543||529||640||100||11168||16531
|-
| 1||9864||13479||741||123||3142||2776||1516||833||1518||239||12455||23343
|-
| Total||47943||48339||2617||373||15410||4596||2942||3038||3452||534||63320||96282
|-
| Mean||2.97||2.62||2.64||2.40||3.03||1.74||1.94||2.69||2.15||2.16||2.90||2.79
|-
| rowspan="7"|Studio Art 2-D Design||5||471||959||41||8||172||41||30||57||66||11||1004||1430
|-
| 4||755||2012||110||10||275||95||82||104||149||16||1926||2767
|-
| 3||1267||3258||156||28||390||198||177||164||236||38||3138||4525
|-
| 2||1037||2526||146||32||271||215||164||154||208||37||2336||3563
|-
| 1||261||440||23||4||36||84||63||28||64||16||383||701
|-
| Total||3791||9195||476||82||1144||633||516||507||723||118||8787||12986
|-
| Mean||3.04||3.06||3.00||2.83||3.24||2.67||2.71||3.02||2.92||2.74||3.09||3.05
|-
| rowspan="7"|Studio Art 3-D Design||5||93||123||6||||14||7||9||3||10||2||165||216
|-
| 4||124||191||13||2||27||18||17||11||24||1||202||315
|-
| 3||304||615||37||7||69||34||44||50||58||3||617||919
|-
| 2||223||437||25||6||51||41||41||33||42||6||415||660
|-
| 1||68||103||1||1||18||22||14||10||15||||90||171
|-
| Total||812||1469||82||16||179||122||125||107||149||12||1489||2281
|-
| Mean||2.94||2.86||2.98||2.63||2.82||2.57||2.73||2.66||2.81||2.92||2.96||2.89
|-
| rowspan="7"|Studio Art Drawing||5||424||1184||57||4||312||55||38||57||80||10||995||1608
|-
| 4||614||1762||73||10||350||87||94||84||128||21||1529||2376
|-
| 3||1407||3490||162||22||589||214||220||210||287||37||3156||4897
|-
| 2||1049||2362||144||23||315||257||234||150||201||31||2056||3411
|-
| 1||348||436||36||7||52||157||72||32||69||12||347||784
|-
| Total||3842||9234||472||66||1618||770||658||533||765||111||8083||13076
|-
| Mean||2.93||3.10||2.94||2.71||3.34||2.51||2.68||2.97||2.93||2.87||3.10||3.05
|-
| rowspan="7"|US History||5||19202||17597||1057||80||6010||611||524||1529||871||134||25983||36799
|-
| 4||32938||32925||1773||243||8289||1704||1493||2647||1752||315||47647||65863
|-
| 3||34953||38735||1968||339||7943||2938||2524||2697||2539||393||52347||73688
|-
| 2||37502||49139||2430||545||8607||5536||5110||3099||4078||650||56586||86641
|-
| 1||25869||42321||2118||540||6089||10268||8330||2446||6283||844||31272||68190
|-
| Total||150464||180717||9346||1747||36938||21057||17981||12418||15523||2336||213835||331181
|-
| Mean||2.88||2.64||2.70||2.30||2.99||1.90||1.93||2.82||2.15||2.25||2.91||2.75
|-
| rowspan="7"|World History||5||6296||4926||260||31||1921||244||168||526||299||51||7722||11222
|-
| 4||8766||8188||402||70||2570||591||451||726||577||84||11483||16954
|-
| 3||12593||13777||696||130||3841||1357||1067||1079||1301||215||16684||26370
|-
| 2||10102||14503||690||131||3166||1990||1754||1058||1714||249||13853||24605
|-
| 1||7472||14396||743||128||1951||3754||2939||807||2727||344||8475||21868
|-
| Total||45229||55790||2791||490||13449||7936||6379||4196||6618||943||58217||101019
|-
| Mean||2.92||2.55||2.55||2.48||2.95||1.94||1.93||2.79||2.09||2.20||2.93||2.71
|-
| rowspan="6"|Number of Students at Each Grade Level||9/10||101538||124905||5760||935||30886||14085||17858||9133||15675||1879||130232||226443
|-
| 11||232003||309833||12672||2918||60620||34079||36140||19844||32393||4088||339082||541836
|-
| 12||263655||340942||13422||2986||66847||40389||31527||19353||32595||4974||392504||604597
|-
| <9||1198||1941||45||2||61||16||2041||44||762||5||163||3139
|-
| Not HS||25269||30885||9347||243||4091||4005||3941||1894||3949||496||28188||56154
|-
| Total||623663||808506||41246||7084||162505||92574||91507||50268||85374||11442||890169||1432169
|}
</center>

===2007 USA AP Exam Score Distribution (Log Transformation)===

The table below is a transformation of the 2007 USA AP Exam Score Distribution table above. The style of the table was reformatted and the data was changed by adding 1 to the numbers and then taking a logarithm of result (<math>log_{10}(data+1)</math>). Also, the missing data present in the previous table have been substituted with zeroes.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| '''Examination_Grade'''||'''Discipline'''||'''Sex'''||'''Not_Stated'''||'''American_Indian'''||'''Asian'''||'''Black'''||'''Mexican_American'''||'''Other'''||'''Other_Hispanic'''||'''Puerto_Rican'''||'''White'''||'''Total'''
|-
| 5||Art_History||Male||1.44715803||0||2.12057393||0.77815125||1.30103||1.54406804||1.43136376||0.77815125||2.68484536||2.86391738
|-
| 4||Art_History||Male||1.68124124||0.77815125||2.39093511||1.36172784||1.75587486||1.88081359||1.93951925||0.84509804||2.92220628||3.13924922
|-
| 3||Art_History||Male||1.86332286||0.95424251||2.42813479||1.60205999||1.90848502||1.96378783||2.07554696||1||2.96894968||3.20817253
|-
| 2||Art_History||Male||1.56820172||0.47712125||2.32014629||1.70757018||1.8920946||1.71600334||2.05690485||1.14612804||2.77232171||3.0576661
|-
| 1||Art_History||Male||1.86923172||0.69897||2.30535137||1.95904139||2.12385164||1.73239376||2.18469143||1.25527251||2.75966784||3.11293998
|-
| 5||Biology||Male||2.57170883||1.41497335||3.54924856||2.21484385||2.29225607||2.76715587||2.48429984||1.73239376||3.92329584||4.13411333
|-
| 4||Biology||Male||2.5797836||1.69897||3.42520805||2.49136169||2.44090908||2.7458552||2.5728716||1.76342799||3.92262167||4.11484441
|-
| 3||Biology||Male||2.55870857||1.8260748||3.33865567||2.61384182||2.61172331||2.69983773||2.63548375||1.93449845||3.91787296||4.10441882
|-
| 2||Biology||Male||2.61172331||1.88649073||3.2929203||2.82151353||2.83186977||2.67209786||2.76492298||2.06445799||3.8668188||4.09025805
|-
| 1||Biology||Male||2.46686762||1.73239376||3.03862016||3.01494035||2.8585372||2.48713838||2.78887512||1.91907809||3.4998245||3.86658268
|-
| 5||Calculus_AB||Male||2.77887447||1.8260748||3.65176245||2.45024911||2.62324929||2.84385542||2.74741181||1.89762709||4.25968942||4.40426911
|-
| 4||Calculus_AB||Male||2.71011737||1.81291336||3.50528567||2.63748973||2.66370093||2.76566855||2.71850169||1.86332286||4.16289284||4.309545
|-
| 3||Calculus_AB||Male||2.71432976||1.8920946||3.45438747||2.72672721||2.85308953||2.75739603||2.80821097||1.97312785||4.13174695||4.29079118
|-
| 2||Calculus_AB||Male||2.58433122||1.90848502||3.35372394||2.74818803||2.86332286||2.68124124||2.77670118||1.88649073||4.01389006||4.18991121
|-
| 1||Calculus_AB||Male||2.84941941||2.17026172||3.50365452||3.29380436||3.30578115||2.83058867||3.14860265||2.30319606||4.14363924||4.38437134
|-
| 5||Calculus_BC||Male||2.63144377||1.60205999||3.69019608||2.17318627||2.32633586||2.75511227||2.52113808||1.76342799||4.03454825||4.24323654
|-
| 4||Calculus_BC||Male||2.18469143||1.30103||3.18723862||2.06069784||2.06069784||2.38560627||2.26245109||1.39794001||3.61023418||3.81029974
|-
| 3||Calculus_BC||Male||2.22530928||1.23044892||3.18695634||2.18469143||2.30535137||2.35024802||2.29885308||1.32221929||3.59516541||3.80962704
|-
| 2||Calculus_BC||Male||1.75587486||1.11394335||2.67851838||1.81291336||1.93951925||1.80617997||1.8260748||1||3.10037055||3.32056168
|-
| 1||Calculus_BC||Male||2.06818586||1.20411998||3.00603795||2.30963017||2.35410844||2.19589965||2.30749604||1.32221929||3.38614211||3.64177147
|-
| 5||Chemistry||Male||2.34830486||1.20411998||3.42028588||1.98677173||1.85125835||2.52504481||2.13672057||1.32221929||3.74562122||3.95861166
|-
| 4||Chemistry||Male||2.43933269||1.41497335||3.35063561||2.22010809||2.15836249||2.51982799||2.29446623||1.54406804||3.79330135||3.98322021
|-
| 3||Chemistry||Male||2.45484486||1.73239376||3.34183006||2.42813479||2.39967372||2.62117628||2.47275645||1.72427587||3.89036512||4.06385855
|-
| 2||Chemistry||Male||2.34242268||1.65321251||3.16465022||2.42975228||2.40483372||2.4440448||2.42813479||1.71600334||3.76110054||3.93490226
|-
| 1||Chemistry||Male||2.49554434||1.83884909||3.20139712||2.95808585||2.89652622||2.60852603||2.78746047||1.91381385||3.76260355||4.02325246
|-
| 5||Chinese_Lang._&_Cultures||Male||1.66275783||0||2.89762709||0||0||0.95424251||0||0||1.11394335||2.93196611
|-
| 4||Chinese_Lang._&_Cultures||Male||0.69897||0||2.11058971||0||0||0.60205999||0||0||1.04139269||2.16435286
|-
| 3||Chinese_Lang._&_Cultures||Male||0.69897||0||1.66275783||0||0||0.47712125||0||0||1.11394335||1.81954394
|-
| 2||Chinese_Lang._&_Cultures||Male||0.30103||0||0.90308999||0||0||0.47712125||0||0||0.60205999||1.17609126
|-
| 1||Chinese_Lang._&_Cultures||Male||0||0||0.95424251||0||0||0.30103||0||0||0.90308999||1.25527251
|-
| 5||Computer_Science_A||Male||1.65321251||0.69897||2.74973632||1.36172784||1.36172784||1.94939001||1.65321251||1.11394335||3.20139712||3.37785242
|-
| 4||Computer_Science_A||Male||1.87506126||0.84509804||2.77451697||1.68124124||1.74036269||2.0374265||1.88649073||1.14612804||3.26458173||3.44886085
|-
| 3||Computer_Science_A||Male||1.62324929||1.11394335||2.55870857||1.53147892||1.62324929||1.79934055||1.69019608||1||3.04921802||3.23729234
|-
| 2||Computer_Science_A||Male||1.36172784||0.77815125||2.32428246||1.50514998||1.44715803||1.66275783||1.62324929||1||2.86332286||3.04921802
|-
| 1||Computer_Science_A||Male||2.01703334||1.30103||2.87448182||2.48429984||2.25527251||2.20682588||2.35218252||1.462398||3.31365635||3.58251788
|-
| 5||Computer_Science_AB||Male||1.47712125||0.47712125||2.57054294||1.14612804||1.07918125||1.72427587||1.17609126||0.84509804||2.97127585||3.15654915
|-
| 4||Computer_Science_AB||Male||1||0.47712125||2.30103||0.95424251||1.17609126||1.43136376||1.04139269||0.60205999||2.74896286||2.92012333
|-
| 3||Computer_Science_AB||Male||1.462398||0.30103||2.30103||1.07918125||1||1.5797836||1.2787536||0.47712125||2.68394713||2.89652622
|-
| 2||Computer_Science_AB||Male||1.17609126||0.47712125||2.0374265||1||0.47712125||1.17609126||1.07918125||0.30103||2.38201704||2.60422605
|-
| 1||Computer_Science_AB||Male||1.41497335||0.77815125||2.25285303||1.41497335||1.44715803||1.53147892||1.462398||0.60205999||2.69635639||2.91434316
|-
| 5||Economics_Macro||Male||2.12057393||1.04139269||3.0374265||1.66275783||1.89762709||2.26481782||2.1430148||1.11394335||3.52530401||3.70225816
|-
| 4||Economics_Macro||Male||2.36548798||1.462398||3.19284612||2.14921911||2.24054925||2.46686762||2.50105926||1.51851394||3.74849813||3.92293296
|-
| 3||Economics_Macro||Male||2.13353891||1.32221929||2.92941893||2.161368||2.32633586||2.2764618||2.39269695||1.2787536||3.53453376||3.71891669
|-
| 2||Economics_Macro||Male||2.21748394||1.2787536||2.920645||2.28103337||2.4345689||2.2787536||2.42160393||1.54406804||3.50324577||3.71155417
|-
| 1||Economics_Macro||Male||2.38021124||1.63346846||2.97358962||2.79448805||2.87794695||2.40483372||2.84571802||1.92941893||3.5537617||3.85811593
|-
| 5||Economics_Micro||Male||2.0374265||1||2.91487182||1.47712125||1.60205999||2.17026172||1.79239169||0.90308999||3.39392601||3.56796691
|-
| 4||Economics_Micro||Male||2.20951501||1.23044892||3.03582983||1.97312785||2.04532298||2.33041377||2.23299611||1.32221929||3.593729||3.76282855
|-
| 3||Economics_Micro||Male||2.10380372||1.07918125||2.80550086||2.04532298||2.04921802||2.14921911||2.21748394||1.39794001||3.4295908||3.60346916
|-
| 2||Economics_Micro||Male||1.92427929||1||2.60530505||2.06445799||2.04921802||1.96848295||2.00860017||1.20411998||3.23729234||3.42406453
|-
| 1||Economics_Micro||Male||2.08278537||0.95424251||2.64147411||2.5563025||2.45636603||2.10037055||2.45331834||1.78532984||3.22634209||3.52646851
|-
| 5||English_Lang._&_Composition||Male||2.48429984||1.41497335||3.19368103||2.16731733||2.12057393||2.61384182||2.36921586||1.5563025||3.86445175||4.00706466
|-
| 4||English_Lang._&_Composition||Male||2.75511227||1.92941893||3.40823997||2.63144377||2.68752896||2.86981821||2.77158748||1.89762709||4.15103258||4.29426777
|-
| 3||English_Lang._&_Composition||Male||2.94890176||2.22010809||3.57875378||3.07736791||3.14144977||3.06707086||3.11660774||2.33645973||4.33998777||4.50497351
|-
| 2||English_Lang._&_Composition||Male||2.99913054||2.38201704||3.52244423||3.35179631||3.43996394||3.02366392||3.31344537||2.4456042||4.21714164||4.46898206
|-
| 1||English_Lang._&_Composition||Male||2.63447727||2.06069784||2.95951838||3.29136885||3.28668097||2.56937391||3.13672057||2.161368||3.6349808||4.06224344
|-
| 5||English_Lit._&_Composition||Male||2.32633586||1.11394335||2.91698005||1.77815125||1.8573325||2.43933269||2.03342376||1.2787536||3.69072754||3.81177602
|-
| 4||English_Lit._&_Composition||Male||2.80071708||1.93951925||3.41128291||2.57170883||2.54900326||2.85064624||2.72427587||1.96848295||4.20539385||4.33031229
|-
| 3||English_Lit._&_Composition||Male||3.0277572||2.22530928||3.58069694||3.07591176||3.04727487||3.05307844||3.10414555||2.3783979||4.40913816||4.55185239
|-
| 2||English_Lit._&_Composition||Male||3.01029996||2.34044411||3.55047296||3.40500467||3.35812529||3.03181227||3.27207379||2.48429984||4.28418249||4.50650503
|-
| 1||English_Lit._&_Composition||Male||2.59988307||1.99122608||3.00817418||3.3533391||3.10105935||2.54282543||3.03382569||2.13353891||3.57100967||4.01346923
|-
| 5||Environmental_Science||Male||2||0.90308999||2.68484536||1.5563025||1.67209786||2.06069784||1.8920946||1.17609126||3.3872118||3.5203525
|-
| 4||Environmental_Science||Male||2.28330123||1.20411998||2.86451108||2.08635983||2.15228834||2.34439227||2.35602586||1.53147892||3.65021035||3.78866321
|-
| 3||Environmental_Science||Male||2.12385164||1.2787536||2.70757018||2.17609126||2.06818586||2.2380461||2.2787536||1.36172784||3.47099817||3.62991904
|-
| 2||Environmental_Science||Male||2.15228834||1.2787536||2.62324929||2.24054925||2.13672057||2.15533604||2.32428246||1.41497335||3.38363587||3.56620172
|-
| 1||Environmental_Science||Male||2.34439227||1.5563025||2.78103694||2.8162413||2.56110138||2.33243846||2.69548168||1.77815125||3.45055701||3.73759017
|-
| 5||European_History||Male||2.23044892||1.11394335||2.92634245||1.71600334||1.80617997||2.3283796||2.161368||1.34242268||3.61479179||3.75081684
|-
| 4||European_History||Male||2.43775056||1.5797836||3.09061071||2.08635983||2.13353891||2.5575072||2.39619935||1.5797836||3.82380015||3.95937534
|-
| 3||European_History||Male||2.66838592||1.87506126||3.2828486||2.56584782||2.62736586||2.77085201||2.66931688||1.91381385||4.07025958||4.20784971
|-
| 2||European_History||Male||2.18184359||1.41497335||2.73399929||2.19865709||2.2380461||2.24551267||2.26481782||1.47712125||3.50906805||3.66857227
|-
| 1||European_History||Male||2.47712125||1.69019608||2.97680834||2.78461729||2.77524626||2.50105926||2.72754126||1.96378783||3.7243578||3.94141204
|-
| 5||French:_Language||Male||1.53147892||0.30103||1.83250891||1.73239376||0.90308999||1.70757018||1.30103||0.30103||2.67302091||2.84633711
|-
| 4||French:_Language||Male||1.43136376||0.47712125||2.00432137||1.88649073||1.32221929||1.79934055||1.38021124||0.47712125||2.75891189||2.94694327
|-
| 3||French:_Language||Male||1.78532984||0.60205999||2.40993312||2.06445799||1.79934055||1.97772361||1.88081359||0.47712125||3.05842602||3.25791845
|-
| 2||French:_Language||Male||1.74036269||0.90308999||2.18752072||1.78532984||1.75587486||1.66275783||1.72427587||0.30103||2.86569606||3.06520613
|-
| 1||French:_Language||Male||1.69019608||0.77815125||2.20139712||1.95424251||1.97312785||1.70757018||2||0.95424251||2.86746749||3.10957855
|-
| 5||French:_Literature||Male||0.84509804||0||1.20411998||0.69897||0.69897||0.84509804||0.77815125||0||1.8920946||2.07554696
|-
| 4||French:_Literature||Male||0.77815125||0||1.04139269||0.84509804||0.47712125||1||0.69897||0||1.8920946||2.06069784
|-
| 3||French:_Literature||Male||1.07918125||0||1.11394335||0.84509804||0.47712125||0.77815125||1||0||1.88081359||2.08635983
|-
| 2||French:_Literature||Male||0.90308999||0||1.14612804||1||0.77815125||0.69897||0.60205999||0||1.77815125||2.00860017
|-
| 1||French:_Literature||Male||0.30103||0||0.84509804||0.90308999||0.30103||0.95424251||1||0||1.73239376||1.93449845
|-
| 5||German:_Language||Male||1.2787536||0.30103||1.36172784||0.84509804||0.30103||1.39794001||0.90308999||0.30103||2.58546073||2.66745295
|-
| 4||German:_Language||Male||1.07918125||0.47712125||1.62324929||0.77815125||0.90308999||1.36172784||0.90308999||0||2.64246452||2.72754126
|-
| 3||German:_Language||Male||1.2787536||0.47712125||1.5563025||0.69897||0.77815125||1.34242268||1||0||2.70500796||2.77887447
|-
| 2||German:_Language||Male||1.17609126||0.47712125||1.54406804||0.84509804||0.69897||1.23044892||1.07918125||0.69897||2.64345268||2.72509452
|-
| 1||German:_Language||Male||1.07918125||0.84509804||1.49136169||1.11394335||1.17609126||1.14612804||1.20411998||0.60205999||2.49415459||2.61909333
|-
| 5||Government_Politics_Comp.||Male||1.62324929||0.47712125||2.22010809||1.25527251||1.30103||1.72427587||1.5797836||0.69897||2.96378783||3.09933528
|-
| 4||Government_Politics_Comp.||Male||1.73239376||0.84509804||2.24551267||1.38021124||1.47712125||1.81291336||1.65321251||0.90308999||3.02571538||3.16494737
|-
| 3||Government_Politics_Comp.||Male||1.73239376||0.90308999||2.23044892||1.59106461||1.56820172||1.86923172||1.67209786||1.14612804||3.02284061||3.1728947
|-
| 2||Government_Politics_Comp.||Male||1.69019608||0.77815125||2.2121876||1.78532984||1.56820172||1.77815125||1.74818803||1||3.02036128||3.1708482
|-
| 1||Government_Politics_Comp.||Male||1.69019608||1||2.08635983||1.98227123||1.77085201||1.65321251||1.69897||1.04139269||2.80550086||3.03059972
|-
| 5||Government_Politics_U.S.||Male||2.19589965||1.11394335||2.84509804||1.81954394||1.91381385||2.29666519||1.91907809||1.23044892||3.61119206||3.73183042
|-
| 4||Government_Politics_U.S.||Male||2.6794279||1.77085201||3.30685375||2.38381537||2.53275438||2.76641285||2.67577834||1.86332286||4.08300067||4.21420783
|-
| 3||Government_Politics_U.S.||Male||2.76342799||1.94939001||3.42308196||2.79934055||2.86033801||2.83884909||2.89153746||2.04921802||4.18579705||4.33415205
|-
| 2||Government_Politics_U.S.||Male||2.84571802||2.1172713||3.46254773||3.08098705||3.14519641||2.89320675||3.08421869||2.19589965||4.14578667||4.35158374
|-
| 1||Government_Politics_U.S.||Male||2.49692965||1.75587486||3.06632593||3.11193428||3.10071509||2.53655844||3.04883009||2.05690485||3.56419246||3.96969541
|-
| 5||Human_Geography||Male||1.65321251||0.95424251||2.42813479||1.44715803||1.39794001||1.85125835||1.74818803||1||3.10105935||3.2469907
|-
| 4||Human_Geography||Male||1.88649073||0.95424251||2.49276039||1.86332286||1.72427587||1.97772361||2.09691001||1.14612804||3.25285303||3.4046627
|-
| 3||Human_Geography||Male||1.94939001||1.04139269||2.49831055||2.14612804||1.94939001||2.05690485||2.29885308||1.41497335||3.29114676||3.46686762
|-
| 2||Human_Geography||Male||1.83884909||0.90308999||2.31597035||2.20411998||1.99563519||1.80617997||2.1903317||1.51851394||3.09096308||3.30535137
|-
| 1||Human_Geography||Male||2.13353891||1.30103||2.47129171||2.84260924||2.39445168||2.1271048||2.57634135||1.85125835||3.2161659||3.5581083
|-
| 5||Italian_Language||Male||0.60205999||0||0.30103||0.30103||0.30103||0.84509804||0.84509804||0||1.73239376||1.86923172
|-
| 4||Italian_Language||Male||0.60205999||0||0.30103||0||0.47712125||0.77815125||1.07918125||0||1.60205999||1.79239169
|-
| 3||Italian_Language||Male||0.69897||0||0.90308999||0.30103||0.77815125||0.69897||1.14612804||0.47712125||1.96378783||2.10720997
|-
| 2||Italian_Language||Male||0.30103||0||0.95424251||0.47712125||0.30103||0.69897||1.11394335||0.60205999||1.92427929||2.06069784
|-
| 1||Italian_Language||Male||0.60205999||0||0.90308999||0.60205999||0.60205999||0.77815125||1.14612804||0.47712125||2.13672057||2.2380461
|-
| 5||Japanese_Lang._&_Culture||Male||1.11394335||0||2.22271647||0.30103||0||1.20411998||0.30103||0||1.20411998||2.32428246
|-
| 4||Japanese_Lang._&_Culture||Male||0.69897||0||1.5563025||0.30103||0||0.60205999||0.30103||0||1.30103||1.80617997
|-
| 3||Japanese_Lang._&_Culture||Male||0.90308999||0||1.8260748||0.69897||0.47712125||0.69897||0.30103||0||1.68124124||2.12057393
|-
| 2||Japanese_Lang._&_Culture||Male||0.47712125||0||1.49136169||0.60205999||0||0.84509804||0.30103||0||1.43136376||1.83884909
|-
| 1||Japanese_Lang._&_Culture||Male||1||0||1.68124124||0.84509804||0.77815125||1.07918125||0.90308999||0||1.88649073||2.21484385
|-
| 5||Latin:_Literature||Male||1.04139269||0||1.68124124||0.30103||0.30103||1||0.60205999||0.30103||2.22530928||2.38021124
|-
| 4||Latin:_Literature||Male||1||0||1.53147892||0.84509804||0.47712125||1.14612804||0.30103||0||2.25527251||2.38738983
|-
| 3||Latin:_Literature||Male||1.17609126||0||1.72427587||1.14612804||0.95424251||1.2787536||0.60205999||0||2.53529412||2.65417654
|-
| 2||Latin:_Literature||Male||1||0||1.44715803||0.95424251||0.60205999||1.07918125||0.60205999||0||2.33445375||2.44247977
|-
| 1||Latin:_Literature||Male||1.30103||0.69897||1.76342799||1.30103||0.95424251||1.30103||1.17609126||0.60205999||2.61384182||2.74350976
|-
| 5||Latin:_Vergil||Male||1.07918125||0||1.85125835||0.90308999||0.69897||1.44715803||0.69897||0||2.56466606||2.69019608
|-
| 4||Latin:_Vergil||Male||1.2787536||0.60205999||1.65321251||0.84509804||0.84509804||1.38021124||0.90308999||0.47712125||2.60638137||2.71011737
|-
| 3||Latin:_Vergil||Male||1.11394335||0.47712125||1.8573325||1.20411998||0.60205999||1.34242268||1||0.30103||2.71011737||2.81090428
|-
| 2||Latin:_Vergil||Male||1.25527251||0.30103||1.60205999||0.95424251||0.90308999||1.17609126||1.11394335||0.30103||2.57634135||2.67760695
|-
| 1||Latin:_Vergil||Male||1.34242268||0.69897||1.462398||1.17609126||1.17609126||1.17609126||0.95424251||0.30103||2.5390761||2.65321251
|-
| 5||Music_Theory||Male||1.73239376||0.77815125||2.2380461||1.34242268||1.17609126||1.54406804||1.43136376||0.90308999||3.01199311||3.13353891
|-
| 4||Music_Theory||Male||1.5797836||0.95424251||2.13353891||1.56820172||1.462398||1.61278386||1.41497335||1.04139269||2.98181861||3.10653085
|-
| 3||Music_Theory||Male||1.70757018||1.11394335||2.26007139||1.80617997||1.69897||1.77815125||1.84509804||1.34242268||3.13893394||3.2743888
|-
| 2||Music_Theory||Male||1.90308999||0.90308999||2.19865709||2.04139269||1.86923172||1.72427587||1.95904139||1.41497335||3.11226977||3.2757719
|-
| 1||Music_Theory||Male||1.62324929||1.07918125||1.88649073||2.09691001||1.71600334||1.61278386||1.97312785||1.20411998||2.74896286||3.00518051
|-
| 5||Physics_B||Male||2.20139712||1.30103||3.15715444||1.66275783||1.75587486||2.35218252||2.04532298||1.36172784||3.61002102||3.78838052
|-
| 4||Physics_B||Male||2.24797327||1.32221929||3.03862016||1.96378783||2.01703334||2.26481782||2.19865709||1.47712125||3.64630568||3.79795964
|-
| 3||Physics_B||Male||2.42160393||1.462398||3.20167018||2.29885308||2.39967372||2.52374647||2.43616265||1.50514998||3.81829189||3.97982143
|-
| 2||Physics_B||Male||2.19865709||1.53147892||3.00475116||2.34044411||2.40654018||2.27415785||2.41161971||1.59106461||3.59461351||3.78433195
|-
| 1||Physics_B||Male||2.27184161||1.53147892||2.98677173||2.71349054||2.78461729||2.34635297||2.64246452||1.73239376||3.49485002||3.78880449
|-
| 5||Physics_C:_Elec._&_Magnet.||Male||1.89762709||0.84509804||2.9380191||1.38021124||1.32221929||2.03342376||1.71600334||0.60205999||3.25959388||3.47304881
|-
| 4||Physics_C:_Elec._&_Magnet.||Male||1.76342799||1||2.74896286||1.49136169||1.462398||1.83250891||1.67209786||0.95424251||3.12678058||3.33122478
|-
| 3||Physics_C:_Elec._&_Magnet.||Male||1.30103||0.47712125||2.40140054||1.47712125||1.41497335||1.41497335||1.25527251||0.69897||2.78958071||2.99475694
|-
| 2||Physics_C:_Elec._&_Magnet.||Male||1.66275783||0.69897||2.47421626||1.54406804||1.44715803||1.65321251||1.5563025||0.90308999||2.92788341||3.1271048
|-
| 1||Physics_C:_Elec._&_Magnet.||Male||1.51851394||0||2.32633586||1.47712125||1.462398||1.56820172||1.71600334||0.69897||2.72263392||2.96331551
|-
| 5||Physics_C:_Mechanics||Male||2.11058971||1.20411998||3.16106839||1.56820172||1.68124124||2.23299611||1.94939001||1.23044892||3.51917146||3.7204074
|-
| 4||Physics_C:_Mechanics||Male||2.15228834||1.04139269||3.0187005||1.73239376||1.79239169||2.1903317||2.04921802||1.30103||3.5126844||3.68556261
|-
| 3||Physics_C:_Mechanics||Male||1.99122608||1.2787536||2.8350561||1.89762709||1.89762709||2.06818586||2.0211893||1.23044892||3.41497335||3.57863921
|-
| 2||Physics_C:_Mechanics||Male||1.81291336||1.11394335||2.66181269||1.91381385||1.79239169||1.81954394||1.99563519||1.2787536||3.21005085||3.39427653
|-
| 1||Physics_C:_Mechanics||Male||1.8573325||1||2.65705585||2.1430148||2.14921911||1.95904139||2.13987909||1.32221929||3.10414555||3.36716949
|-
| 5||Psychology||Male||2.37657696||1.43136376||3.09025805||2.07188201||1.99122608||2.44870632||2.32014629||1.47712125||3.71733758||3.87157294
|-
| 4||Psychology||Male||2.51587384||1.5563025||3.18184359||2.5132176||2.30103||2.6009729||2.61489722||1.83250891||3.88553083||4.03996903
|-
| 3||Psychology||Male||2.43136376||1.66275783||3.0322157||2.56110138||2.34830486||2.47129171||2.5378191||1.77085201||3.76469906||3.92885653
|-
| 2||Psychology||Male||2.22271647||1.53147892||2.8350561||2.55870857||2.25767857||2.33243846||2.42651126||1.72427587||3.53453376||3.73070154
|-
| 1||Psychology||Male||2.50242712||1.65321251||3.00603795||3.00475116||2.64048144||2.48429984||2.79726754||1.91381385||3.58568628||3.88553083
|-
| 5||Spanish_Language||Male||2.26717173||0.60205999||2.45484486||1.43136376||3.38327665||2.14612804||3.34222523||2.06069784||3.08707121||3.81862173
|-
| 4||Spanish_Language||Male||2.43136376||0.90308999||2.6580114||1.84509804||3.49679132||2.24551267||3.34222523||2.161368||3.34163234||3.93701611
|-
| 3||Spanish_Language||Male||2.30749604||1.11394335||2.64933486||1.90848502||3.37199091||2.1931246||3.15442397||2.07554696||3.32118403||3.83803008
|-
| 2||Spanish_Language||Male||2.33243846||1.25527251||2.68574174||2.04532298||3.28103337||2.1430148||3.06370856||2.06445799||3.36021461||3.80861604
|-
| 1||Spanish_Language||Male||2.44870632||1.38021124||2.7176705||2.51188336||3.2250507||2.28103337||2.99387691||2.02938378||3.47928732||3.85260197
|-
| 5||Spanish_Literature||Male||1.36172784||0||1.36172784||0.60205999||2.11058971||1.11394335||2.161368||0.60205999||2.07554696||2.6560982
|-
| 4||Spanish_Literature||Male||1.41497335||0.30103||1.75587486||0.77815125||2.57518784||1.34242268||2.45024911||1.07918125||2.23552845||2.97634998
|-
| 3||Spanish_Literature||Male||1.32221929||0.30103||1.65321251||0.95424251||2.79795964||1.43136376||2.62221402||1.17609126||2.18184359||3.1172713
|-
| 2||Spanish_Literature||Male||1.25527251||0||1.30103||0.77815125||2.57170883||0.95424251||2.34242268||1.07918125||1.96378783||2.87098881
|-
| 1||Spanish_Literature||Male||1.81291336||0.30103||1.34242268||1.32221929||2.83947805||1.34242268||2.62736586||1.34242268||2.1903317||3.15106325
|-
| 5||Statistics||Male||2.2121876||1.07918125||3.21510858||1.71600334||1.76342799||2.35602586||2.01703334||1.34242268||3.68385721||3.85125835
|-
| 4||Statistics||Male||2.45484486||1.67209786||3.31993844||2.1931246||2.20411998||2.50242712||2.40654018||1.56820172||3.91019737||4.05960128
|-
| 3||Statistics||Male||2.49554434||1.69897||3.26834391||2.44870632||2.43616265||2.56584782||2.57403127||1.62324929||3.92613657||4.07863804
|-
| 2||Statistics||Male||2.37474835||1.56820172||3.0322157||2.50514998||2.40993312||2.38381537||2.462398||1.70757018||3.70104963||3.87662192
|-
| 1||Statistics||Male||2.55022835||1.73239376||3.16790781||3.02325246||2.79726754||2.5575072||2.78031731||2.04532298||3.71891669||3.99409709
|-
| 5||Studio_Art:_2-D_Design||Male||1.17609126||0.30103||1.67209786||1.20411998||1.23044892||1.38021124||1.51851394||0.47712125||2.50920252||2.673942
|-
| 4||Studio_Art:_2-D_Design||Male||1.5563025||0.90308999||1.90848502||1.60205999||1.53147892||1.43136376||1.62324929||0.90308999||2.68841982||2.8785218
|-
| 3||Studio_Art:_2-D_Design||Male||1.71600334||1||1.96848295||1.97772361||1.8260748||1.56820172||1.8573325||1.20411998||2.92116605||3.10311925
|-
| 2||Studio_Art:_2-D_Design||Male||1.68124124||1.14612804||1.8920946||1.97772361||1.81291336||1.53147892||1.92427929||1.17609126||2.78746047||3.01619735
|-
| 1||Studio_Art:_2-D_Design||Male||1.07918125||0.47712125||1.23044892||1.56820172||1.38021124||1.11394335||1.462398||0.77815125||2.11058971||2.41830129
|-
| 5||Studio_Art:_3-D_Design||Male||0.47712125||0||0.47712125||0.47712125||0.47712125||0.47712125||0.90308999||0||1.88649073||1.97312785
|-
| 4||Studio_Art:_3-D_Design||Male||0.84509804||0.30103||1||0.77815125||0.95424251||0.30103||1.11394335||0.30103||1.91381385||2.09691001
|-
| 3||Studio_Art:_3-D_Design||Male||1.20411998||0||1.25527251||0.95424251||1.38021124||1.20411998||1.30103||0||2.31806333||2.48429984
|-
| 2||Studio_Art:_3-D_Design||Male||1.04139269||0.47712125||1.20411998||1.17609126||1.32221929||1.11394335||1.23044892||0.47712125||2.12385164||2.35024802
|-
| 1||Studio_Art:_3-D_Design||Male||0.30103||0||1||0.77815125||1||0.90308999||0.95424251||0||1.47712125||1.83884909
|-
| 5||Studio_Art:_Drawing||Male||1.25527251||0||1.74818803||1.462398||1.20411998||1.30103||1.50514998||0.84509804||2.40483372||2.62838893
|-
| 4||Studio_Art:_Drawing||Male||1.25527251||0.69897||1.95424251||1.56820172||1.67209786||1.25527251||1.69019608||0.69897||2.54900326||2.78887512
|-
| 3||Studio_Art:_Drawing||Male||1.74036269||1||2.17609126||2.02938378||1.99563519||1.78532984||1.98677173||1.34242268||2.91115761||3.14860265
|-
| 2||Studio_Art:_Drawing||Male||1.70757018||0.95424251||2.0211893||2.06818586||2.02938378||1.60205999||1.90848502||0.95424251||2.73158877||3.0211893
|-
| 1||Studio_Art:_Drawing||Male||1.30103||0.84509804||1.462398||1.86923172||1.61278386||1.20411998||1.54406804||0.95424251||2.10037055||2.54282543
|-
| 5||US_History||Male||2.75281643||1.72427587||3.47914325||2.4456042||2.45939249||2.89320675||2.65224634||1.83250891||4.1371008||4.28336908
|-
| 4||US_History||Male||2.95085146||2.13987909||3.60390183||2.83821922||2.90091307||3.09864373||2.96047078||2.14921911||4.38210714||4.51771041
|-
| 3||US_History||Male||2.98497713||2.17026172||3.58263144||3.04766419||3.07664044||3.07261748||3.06929801||2.24054925||4.40114196||4.54349688
|-
| 2||US_History||Male||3.03901732||2.35218252||3.58500928||3.30384377||3.35602586||3.10687054||3.25139485||2.43775056||4.39315386||4.57406601
|-
| 1||US_History||Male||2.93449845||2.30103||3.39984671||3.550106||3.50704587||2.94939001||3.34004732||2.49831055||4.08461202||4.41279643
|-
| 5||World_History||Male||2.15533604||1.34242268||3.02530587||2.0211893||2.0374265||2.46389299||2.2380461||1.51851394||3.64038204||3.79913369
|-
| 4||World_History||Male||2.34635297||1.54406804||3.11025292||2.39619935||2.42813479||2.54530712||2.4578819||1.64345268||3.78031731||3.94285101
|-
| 3||World_History||Male||2.55022835||1.86332286||3.25671775||2.73078228||2.75050839||2.68033551||2.78103694||2.02530587||3.90730385||4.10016369
|-
| 2||World_History||Male||2.48144263||1.68124124||3.1271048||2.89817648||2.90579588||2.5774918||2.87448182||2.04532298||3.74710093||4.00445035
|-
| 1||World_History||Male||2.45024911||1.69019608||2.83695674||3.08707121||3.03582983||2.41497335||2.97220284||2.13672057||3.45024911||3.87349498
|-
| 5||Art_History||Female||1.77815125||0.95424251||2.34635297||1.38021124||1.43136376||1.94939001||1.59106461||0.60205999||3.00173371||3.16731733
|-
| 4||Art_History||Female||2.05690485||1||2.6294096||1.72427587||1.91907809||2.17318627||2.10720997||1.11394335||3.25430633||3.44153804
|-
| 3||Art_History||Female||2.07554696||1.25527251||2.64836001||2.01283722||2.12057393||2.18184359||2.36361198||1.462398||3.31555053||3.51706387
|-
| 2||Art_History||Female||1.94939001||1.17609126||2.48287358||1.98227123||2.16731733||2.05307844||2.25285303||1.36172784||3.1383027||3.36791474
|-
| 1||Art_History||Female||1.95424251||1.2787536||2.47567119||2.2787536||2.33445375||2||2.49136169||1.39794001||3.06557971||3.38093446
|-
| 5||Biology||Female||2.5563025||1.43136376||3.54307424||2.372912||2.08990511||2.75358306||2.40993312||1.64345268||3.91492465||4.12447162
|-
| 4||Biology||Female||2.59439255||1.71600334||3.46374372||2.69897||2.40140054||2.82477646||2.54900326||1.88081359||4.01148586||4.18932184
|-
| 3||Biology||Female||2.67486114||1.87506126||3.44326299||2.86569606||2.62013605||2.83122969||2.7466342||1.99122608||4.0611885||4.23837233
|-
| 2||Biology||Female||2.77085201||2.07188201||3.44388855||3.15472821||2.94349452||2.92168648||2.95472479||2.19865709||4.11693965||4.31741559
|-
| 1||Biology||Female||2.64933486||2||3.26221371||3.40688067||3.16256441||2.76937733||3.13097669||2.30535137||3.84029433||4.18859104
|-
| 5||Calculus_AB||Female||2.55990663||1.2787536||3.54715912||2.36548798||2.29885308||2.70415052||2.53655844||1.5797836||4.05407656||4.21864052
|-
| 4||Calculus_AB||Female||2.5865873||1.67209786||3.48855072||2.6242821||2.5301997||2.77597433||2.6294096||1.80617997||4.09916249||4.25326529
|-
| 3||Calculus_AB||Female||2.66931688||1.8920946||3.50105926||2.83378437||2.7686381||2.7930916||2.75966784||1.94448267||4.12632626||4.29305302
|-
| 2||Calculus_AB||Female||2.56466606||1.80617997||3.39585038||2.93399316||2.85551916||2.72345567||2.80277373||1.98677173||4.02661497||4.2143139
|-
| 1||Calculus_AB||Female||2.86510397||2.26951294||3.56690866||3.52750101||3.40432047||2.94841297||3.2801229||2.31386722||4.19200959||4.46338527
|-
| 5||Calculus_BC||Female||2.35793485||1.17609126||3.49789674||2||1.93449845||2.54530712||2.12057393||1.38021124||3.72607487||3.97298923
|-
| 4||Calculus_BC||Female||2.06818586||0.84509804||3.12678058||2.02530587||1.8260748||2.24054925||1.95904139||1.17609126||3.45697301||3.67870043
|-
| 3||Calculus_BC||Female||2.04139269||1||3.14705767||2.1903317||2.12385164||2.20951501||2.14612804||1.36172784||3.51627088||3.73327753
|-
| 2||Calculus_BC||Female||1.69019608||0.84509804||2.69019608||1.87506126||1.78532984||1.88081359||1.79934055||0.95424251||3.05037976||3.28891961
|-
| 1||Calculus_BC||Female||2.03342376||1.2787536||2.98091194||2.46538285||2.33845649||2.22530928||2.28330123||1.04139269||3.35160307||3.62366271
|-
| 5||Chemistry||Female||2.10380372||1.04139269||3.24104815||1.76342799||1.54406804||2.18469143||1.83884909||1.20411998||3.38542751||3.66576855
|-
| 4||Chemistry||Female||2.2380461||1.14612804||3.28126069||2.18184359||1.81291336||2.38560627||2.10380372||1.30103||3.62726342||3.84110908
|-
| 3||Chemistry||Female||2.41329976||1.51851394||3.33765889||2.48144263||2.26245109||2.60959441||2.40993312||1.66275783||3.79351101||3.99440515
|-
| 2||Chemistry||Female||2.31386722||1.51851394||3.19728056||2.62531245||2.39269695||2.50920252||2.46686762||1.69019608||3.75197157||3.94393946
|-
| 1||Chemistry||Female||2.53402611||1.88649073||3.28936595||3.19562294||2.96142109||2.73319727||2.92376196||2.09691001||3.86254877||4.13462329
|-
| 5||Chinese_Lang._&_Cultures||Female||1.51851394||0||3.02897771||0||0||1.11394335||0||0||0.69897||3.04883009
|-
| 4||Chinese_Lang._&_Cultures||Female||0.69897||0||2.13672057||0||0||0.69897||0||0||1.14612804||2.20139712
|-
| 3||Chinese_Lang._&_Cultures||Female||0.90308999||0||1.50514998||0||0||0.30103||0||0||0.90308999||1.69019608
|-
| 2||Chinese_Lang._&_Cultures||Female||0||0||0.90308999||0||0||0.30103||0||0||0.90308999||1.23044892
|-
| 1||Chinese_Lang._&_Cultures||Female||0||0||1.04139269||0||0||0||0||0||1||1.41497335
|-
| 5||Computer_Science_A||Female||0.90308999||0.47712125||2.19589965||0.60205999||0.60205999||1.17609126||0.90308999||0||2.31175386||2.59879051
|-
| 4||Computer_Science_A||Female||0.90308999||0.47712125||2.2764618||1||0.84509804||1.23044892||1.20411998||0.30103||2.39445168||2.6919651
|-
| 3||Computer_Science_A||Female||0.90308999||0||2.09691001||1.14612804||1.04139269||1.07918125||1.14612804||0.60205999||2.29003461||2.57518784
|-
| 2||Computer_Science_A||Female||0.60205999||0.30103||1.93951925||1.04139269||1.23044892||1.17609126||1||0.47712125||2.08278537||2.41830129
|-
| 1||Computer_Science_A||Female||1.62324929||0.60205999||2.46538285||2.2278867||1.8573325||1.75587486||1.94939001||0.84509804||2.62221402||3.05804623
|-
| 5||Computer_Science_AB||Female||0.69897||0||1.86923172||0.47712125||0.30103||1.07918125||0.69897||0||1.92941893||2.25527251
|-
| 4||Computer_Science_AB||Female||0.30103||0||1.69019608||0.47712125||0.60205999||0.77815125||0.69897||0||1.8260748||2.11394335
|-
| 3||Computer_Science_AB||Female||0.30103||0||1.69897||0.47712125||0.47712125||0.84509804||0.60205999||0||1.63346846||2.02530587
|-
| 2||Computer_Science_AB||Female||0.69897||0||1.32221929||0.30103||0.30103||0.47712125||0.60205999||0.30103||1.34242268||1.73239376
|-
| 1||Computer_Science_AB||Female||0.47712125||0.30103||1.67209786||0.69897||0.77815125||0.77815125||0.69897||0.30103||1.76342799||2.10037055
|-
| 5||Economics_Macro||Female||1.77085201||0.69897||2.86391738||1.38021124||1.53147892||1.98227123||1.71600334||0.95424251||3.16672606||3.39269695
|-
| 4||Economics_Macro||Female||2.15836249||0.95424251||3.05728564||2.14612804||2.1172713||2.30963017||2.2787536||1.20411998||3.51653537||3.72032472
|-
| 3||Economics_Macro||Female||2.02938378||1.11394335||2.90091307||2.23044892||2.17609126||2.18752072||2.21484385||1.43136376||3.39550112||3.60841905
|-
| 2||Economics_Macro||Female||2.13987909||1.23044892||2.89542255||2.3283796||2.4345689||2.24551267||2.42651126||1.62324929||3.44963265||3.67384998
|-
| 1||Economics_Macro||Female||2.42160393||1.62324929||3.03181227||3.0277572||2.99694925||2.52374647||3.04375513||1.97772361||3.62695595||3.96397661
|-
| 5||Economics_Micro||Female||1.65321251||0||2.64443859||1.20411998||1.04139269||1.67209786||1.25527251||0.60205999||2.91750551||3.14674801
|-
| 4||Economics_Micro||Female||2||0.69897||2.89597473||1.92941893||1.81954394||2.10720997||1.90308999||1.11394335||3.32510498||3.5276299
|-
| 3||Economics_Micro||Female||1.92427929||1||2.78175537||2.06818586||1.99563519||2.09691001||1.93449845||1.38021124||3.28981184||3.49009901
|-
| 2||Economics_Micro||Female||1.87506126||1||2.58771097||2.09342169||2.09342169||1.95904139||1.94939001||1.25527251||3.18977096||3.39058188
|-
| 1||Economics_Micro||Female||2.10720997||1.2787536||2.71096312||2.77959649||2.54530712||2.15228834||2.5276299||1.86332286||3.29181269||3.61447537
|-
| 5||English_Lang._&_Composition||Female||2.60314437||1.5797836||3.32633586||2.40993312||2.30749604||2.83947805||2.57634135||1.76342799||4.04680721||4.18398122
|-
| 4||English_Lang._&_Composition||Female||2.91115761||2.10037055||3.55606116||2.93196611||2.84757266||3.11527759||3.00130093||2.18752072||4.35495315||4.49408499
|-
| 3||English_Lang._&_Composition||Female||3.17724784||2.49415459||3.74702318||3.43901673||3.36436335||3.309843||3.38381537||2.54530712||4.57865067||4.74168724
|-
| 2||English_Lang._&_Composition||Female||3.19423675||2.62736586||3.70018433||3.75243261||3.71575272||3.31722735||3.62736586||2.72181062||4.47875402||4.73879641
|-
| 1||English_Lang._&_Composition||Female||2.78247262||2.27184161||3.0838608||3.62407573||3.47769993||2.79239169||3.41979059||2.29885308||3.78189892||4.27207379
|-
| 5||English_Lit._&_Composition||Female||2.63848926||1.44715803||3.25623653||2.31386722||2.22271647||2.77670118||2.41329976||1.74036269||4.01165501||4.14038232
|-
| 4||English_Lit._&_Composition||Female||3.04414762||2.10720997||3.61857103||3.01786772||2.84633711||3.15956719||2.98542647||2.20682588||4.47357455||4.59609104
|-
| 3||English_Lit._&_Composition||Female||3.22530928||2.48287358||3.75457766||3.47813343||3.29600667||3.30835095||3.34596154||2.60959441||4.64510773||4.78866321
|-
| 2||English_Lit._&_Composition||Female||3.19089172||2.63748973||3.70646174||3.82203725||3.60487377||3.29972515||3.56655533||2.80002936||4.50780192||4.75001442
|-
| 1||English_Lit._&_Composition||Female||2.66181269||2.19865709||3.04960561||3.66511174||3.27600199||2.70757018||3.27760921||2.34830486||3.65839303||4.18822517
|-
| 5||Environmental_Science||Female||1.89762709||0.60205999||2.53402611||1.2787536||1.38021124||1.96378783||1.67209786||0.90308999||3.22115332||3.35621713
|-
| 4||Environmental_Science||Female||2.24303805||1.34242268||2.83884909||2.10037055||2.01703334||2.38201704||2.24551267||1.462398||3.62777538||3.76335311
|-
| 3||Environmental_Science||Female||2.18752072||1.25527251||2.73719264||2.22010809||2.11058971||2.29666519||2.23044892||1.50514998||3.55930801||3.70156799
|-
| 2||Environmental_Science||Female||2.20411998||1.51851394||2.74429298||2.38738983||2.27415785||2.29003461||2.43136376||1.56820172||3.57379958||3.73415951
|-
| 1||Environmental_Science||Female||2.53275438||1.77815125||2.99607365||3.11327469||2.85125835||2.63447727||3.01114736||2.08990511||3.74350976||4.02168535
|-
| 5||European_History||Female||2.12385164||0.90308999||2.91381385||1.77085201||1.76342799||2.33041377||2.07554696||0.95424251||3.54678935||3.69319915
|-
| 4||European_History||Female||2.40654018||1.39794001||3.09725731||2.26481782||2.14921911||2.59549622||2.41664051||1.62324929||3.79705969||3.94507449
|-
| 3||European_History||Female||2.7176705||1.81954394||3.35276119||2.75815462||2.66181269||2.90579588||2.80140371||2.00432137||4.1029137||4.25715038
|-
| 2||European_History||Female||2.24054925||1.50514998||2.86391738||2.45024911||2.37474835||2.35602586||2.43616265||1.66275783||3.61129836||3.78390358
|-
| 1||European_History||Female||2.63548375||1.83884909||3.15563963||3.06220581||2.98362629||2.78675142||2.92012333||2.13672057||3.87737135||4.11932189
|-
| 5||French:_Language||Female||1.77085201||0||2.13033377||1.96378783||1.23044892||2.08278537||1.83884909||0.77815125||2.98181861||3.16166741
|-
| 4||French:_Language||Female||1.94939001||0.47712125||2.43933269||2.02938378||1.59106461||2.20139712||1.94939001||0.95424251||3.16435286||3.34674405
|-
| 3||French:_Language||Female||2.1271048||0.90308999||2.72263392||2.27415785||2.07554696||2.31175386||2.29885308||0.77815125||3.45621416||3.62716095
|-
| 2||French:_Language||Female||2.04139269||0.77815125||2.5390761||2.161368||2.10037055||2.13353891||2.14612804||0.84509804||3.29534715||3.47450764
|-
| 1||French:_Language||Female||1.93951925||0.90308999||2.48995848||2.32633586||2.37474835||2.1430148||2.32221929||1.25527251||3.23375736||3.46612587
|-
| 5||French:_Literature||Female||1.36172784||0||1.47712125||1||0.47712125||1.36172784||1||0||2.34439227||2.49831055
|-
| 4||French:_Literature||Female||1.07918125||0||1.64345268||1.25527251||0.47712125||1.20411998||0.90308999||0||2.35024802||2.50514998
|-
| 3||French:_Literature||Female||1.14612804||0||1.59106461||1.34242268||0.60205999||1.32221929||0.95424251||0||2.34242268||2.50920252
|-
| 2||French:_Literature||Female||0.90308999||0||1.41497335||0.95424251||0.77815125||1.23044892||1.04139269||0||2.16731733||2.33845649
|-
| 1||French:_Literature||Female||0.84509804||0||1.2787536||1.04139269||0.47712125||0.69897||1.07918125||0||2.06069784||2.22271647
|-
| 5||German:_Language||Female||1.34242268||0.30103||1.43136376||1.11394335||0||1.32221929||0.84509804||0||2.62838893||2.7084209
|-
| 4||German:_Language||Female||1.17609126||0.47712125||1.50514998||1||0.60205999||1.39794001||1.14612804||0.30103||2.63748973||2.72509452
|-
| 3||German:_Language||Female||1.07918125||0.30103||1.51851394||1.07918125||0.69897||1.23044892||1.20411998||0.60205999||2.62736586||2.71349054
|-
| 2||German:_Language||Female||1.23044892||0.30103||1.462398||0.77815125||1.11394335||1.38021124||0.95424251||0.47712125||2.60745502||2.69897
|-
| 1||German:_Language||Female||1||0.30103||1.17609126||1.2787536||1.04139269||1.07918125||1.20411998||0.47712125||2.34044411||2.47567119
|-
| 5||Government_Politics_Comp.||Female||1.30103||0||2.06818586||1.07918125||1.04139269||1.43136376||1.41497335||0.69897||2.75891189||2.89486966
|-
| 4||Government_Politics_Comp.||Female||1.60205999||0.77815125||2.22010809||1.39794001||1.34242268||1.63346846||1.53147892||0.69897||2.86033801||3.02448567
|-
| 3||Government_Politics_Comp.||Female||1.71600334||1.04139269||2.24551267||1.72427587||1.41497335||1.79239169||1.76342799||1.04139269||2.97772361||3.14332713
|-
| 2||Government_Politics_Comp.||Female||1.5797836||0.77815125||2.20682588||1.98677173||1.66275783||1.95424251||1.86332286||0.95424251||2.97543181||3.16345955
|-
| 1||Government_Politics_Comp.||Female||1.77085201||1.14612804||2.15228834||2.22530928||1.88649073||1.85125835||1.99563519||1.17609126||2.87273883||3.14082218
|-
| 5||Government_Politics_U.S.||Female||2.04921802||0.84509804||2.80821097||1.79934055||1.76342799||2.2121876||2.0211893||1||3.49415459||3.63073289
|-
| 4||Government_Politics_U.S.||Female||2.54777471||1.63346846||3.27323283||2.53147892||2.45484486||2.72509452||2.54777471||1.77815125||4.00689371||4.14591083
|-
| 3||Government_Politics_U.S.||Female||2.71850169||1.96378783||3.42439155||2.92220628||2.82085799||2.91907809||2.88479536||2.12057393||4.17664102||4.33264041
|-
| 2||Government_Politics_U.S.||Female||2.89431606||2.17609126||3.52840244||3.30621051||3.24303805||3.05880549||3.20493352||2.39093511||4.25219746||4.46154354
|-
| 1||Government_Politics_U.S.||Female||2.64836001||2.0211893||3.23603315||3.43775056||3.33845649||2.79934055||3.3174365||2.28330123||3.80651913||4.21716798
|-
| 5||Human_Geography||Female||1.462398||0.47712125||2.25527251||1.63346846||1.32221929||1.72427587||1.62324929||0.95424251||2.97266559||3.11760269
|-
| 4||Human_Geography||Female||1.84509804||0.95424251||2.51851394||2.05307844||1.5797836||1.97312785||2.0211893||1||3.23829707||3.39654804
|-
| 3||Human_Geography||Female||1.91381385||1.07918125||2.55990663||2.26717173||1.91907809||2.14612804||2.33041377||1.59106461||3.33264041||3.5133508
|-
| 2||Human_Geography||Female||1.86332286||1.25527251||2.38560627||2.35793485||2.05307844||2.05690485||2.29446623||1.462398||3.20978301||3.41962536
|-
| 1||Human_Geography||Female||2.29003461||1.41497335||2.61909333||3.06032003||2.6009729||2.40312052||2.75891189||2.10380372||3.43200669||3.76604086
|-
| 5||Italian_Language||Female||0.60205999||0||0.69897||0.30103||0.60205999||0.77815125||1.43136376||0.47712125||1.89762709||2.08990511
|-
| 4||Italian_Language||Female||0.77815125||0||0.30103||0.47712125||0.90308999||0.60205999||1.49136169||0.30103||1.89762709||2.10720997
|-
| 3||Italian_Language||Female||0.90308999||0||1.23044892||0.47712125||0.95424251||1||1.70757018||0.77815125||2.20951501||2.41329976
|-
| 2||Italian_Language||Female||1.07918125||0||0.95424251||0.60205999||0.84509804||0.95424251||1.47712125||0.47712125||2.17026172||2.33243846
|-
| 1||Italian_Language||Female||1.23044892||0||1.07918125||0.84509804||0.95424251||1||1.17609126||0.90308999||2.33645973||2.45939249
|-
| 5||Japanese_Lang._&_Culture||Female||0.84509804||0||2.26951294||0||0||1.20411998||0||0||1.30103||2.35602586
|-
| 4||Japanese_Lang._&_Culture||Female||0.47712125||0||1.65321251||0||0.30103||0.47712125||0.30103||0||1.20411998||1.8260748
|-
| 3||Japanese_Lang._&_Culture||Female||0.95424251||0||2.02938378||0.77815125||0.47712125||1||0.60205999||0||1.59106461||2.23552845
|-
| 2||Japanese_Lang._&_Culture||Female||0.47712125||0||1.5797836||0.69897||0.30103||0.90308999||0||0||1.462398||1.90308999
|-
| 1||Japanese_Lang._&_Culture||Female||0.69897||0||1.84509804||0.60205999||0.47712125||0.90308999||0.77815125||0||1.78532984||2.18184359
|-
| 5||Latin:_Literature||Female||0.95424251||0.30103||1.66275783||1||0.47712125||1.14612804||0.69897||0.30103||2.26245109||2.42488164
|-
| 4||Latin:_Literature||Female||1||0||1.70757018||1.07918125||0.30103||1.17609126||0.47712125||0.30103||2.33243846||2.48144263
|-
| 3||Latin:_Literature||Female||1.25527251||0.47712125||1.81954394||1.17609126||0.69897||1.38021124||0.90308999||0.30103||2.56937391||2.70243054
|-
| 2||Latin:_Literature||Female||1.17609126||0.60205999||1.53147892||1.14612804||0.95424251||1.07918125||0.69897||0||2.39269695||2.52244423
|-
| 1||Latin:_Literature||Female||1.23044892||0.60205999||1.8920946||1.38021124||1||1.44715803||1.44715803||0.47712125||2.60422605||2.76789762
|-
| 5||Latin:_Vergil||Female||1.34242268||0||1.8260748||1||0.47712125||1.34242268||0.90308999||0.30103||2.49136169||2.64048144
|-
| 4||Latin:_Vergil||Female||1.2787536||0.30103||1.81954394||1||0||1.30103||0.77815125||0.47712125||2.43933269||2.59549622
|-
| 3||Latin:_Vergil||Female||1.36172784||0.69897||1.8260748||1.14612804||1||1.462398||1.11394335||0.69897||2.62838893||2.76566855
|-
| 2||Latin:_Vergil||Female||1||0.69897||1.59106461||1.32221929||1||1.32221929||1.07918125||0.47712125||2.53275438||2.65705585
|-
| 1||Latin:_Vergil||Female||1.30103||0.69897||1.59106461||1.2787536||1.11394335||1.17609126||1.17609126||0||2.54777471||2.673942
|-
| 5||Music_Theory||Female||1.32221929||0||2.2121876||1.07918125||0.90308999||1.38021124||1.11394335||0.30103||2.7355989||2.8920946
|-
| 4||Music_Theory||Female||1.5563025||0.47712125||2.21748394||1.23044892||0.90308999||1.39794001||1.20411998||0.47712125||2.83378437||2.97634998
|-
| 3||Music_Theory||Female||1.56820172||0.95424251||2.30103||1.60205999||1.2787536||1.66275783||1.76342799||1.07918125||3.02938378||3.17114115
|-
| 2||Music_Theory||Female||1.61278386||1.07918125||2.31386722||2.06445799||1.56820172||1.88081359||1.80617997||1.23044892||3.01535976||3.20330492
|-
| 1||Music_Theory||Female||1.38021124||0.69897||1.85125835||2.10037055||1.50514998||1.36172784||1.86332286||1.20411998||2.61909333||2.8909796
|-
| 5||Physics_B||Female||1.66275783||0.30103||2.77597433||1||1.14612804||1.81291336||1.44715803||0.84509804||3.03981055||3.2688119
|-
| 4||Physics_B||Female||1.77815125||0.90308999||2.81888541||1.63346846||1.41497335||1.97312785||1.5797836||0.84509804||3.19893187||3.39932753
|-
| 3||Physics_B||Female||2.15836249||1.17609126||3.03140846||2.05307844||2.06069784||2.25042||2.09691001||1.47712125||3.49108141||3.68886457
|-
| 2||Physics_B||Female||2.00432137||1.04139269||2.87273883||2.29446623||2.1172713||2.11058971||2.16731733||1.41497335||3.38327665||3.59073041
|-
| 1||Physics_B||Female||2.1903317||1.62324929||2.92531209||2.79379038||2.70329138||2.32428246||2.64836001||1.56820172||3.38792347||3.72378394
|-
| 5||Physics_C:_Elec._&_Magnet.||Female||1.30103||0.30103||2.38381537||0.77815125||0.60205999||1.14612804||0.95424251||0.47712125||2.51188336||2.79028516
|-
| 4||Physics_C:_Elec._&_Magnet.||Female||1.14612804||0.69897||2.29225607||1.04139269||0.60205999||1.54406804||1.14612804||0.30103||2.54406804||2.79448805
|-
| 3||Physics_C:_Elec._&_Magnet.||Female||1||0.30103||2.00432137||0.60205999||0.69897||1.11394335||0.77815125||0.47712125||2.29446623||2.52244423
|-
| 2||Physics_C:_Elec._&_Magnet.||Female||1.23044892||0.30103||2.11058971||1.14612804||0.90308999||1.11394335||1.14612804||0.30103||2.49554434||2.70243054
|-
| 1||Physics_C:_Elec._&_Magnet.||Female||0.90308999||0.60205999||1.98227123||1.07918125||1.11394335||1.07918125||1.14612804||0.30103||2.31175386||2.55388303
|-
| 5||Physics_C:_Mechanics||Female||1.59106461||0.30103||2.65030752||1||0.77815125||1.5797836||1.30103||0.47712125||2.84260924||3.09795107
|-
| 4||Physics_C:_Mechanics||Female||1.68124124||0.47712125||2.65127801||1.34242268||1.20411998||1.81291336||1.44715803||0.90308999||3.00216606||3.21351776
|-
| 3||Physics_C:_Mechanics||Female||1.61278386||0.95424251||2.54654266||1.462398||1.39794001||1.62324929||1.49136169||0.60205999||2.93298082||3.14050804
|-
| 2||Physics_C:_Mechanics||Female||1.47712125||1.11394335||2.39093511||1.59106461||1.56820172||1.64345268||1.67209786||0.77815125||2.85125835||3.06595298
|-
| 1||Physics_C:_Mechanics||Female||1.59106461||1.07918125||2.50379068||2.12385164||1.95904139||1.67209786||1.95424251||0.77815125||2.84633711||3.15563963
|-
| 5||Psychology||Female||2.54777471||1.53147892||3.30770992||2.42813479||2.13672057||2.70243054||2.56584782||1.86332286||3.99960896||4.13833428
|-
| 4||Psychology||Female||2.71432976||1.95904139||3.35372394||2.86923172||2.54032947||2.86332286||2.84509804||2.07188201||4.12309996||4.27348741
|-
| 3||Psychology||Female||2.58883173||1.86332286||3.19589965||2.92941893||2.57518784||2.74272513||2.82282165||2.10037055||4.01426846||4.17397253
|-
| 2||Psychology||Female||2.4785665||1.65321251||2.99211149||2.92220628||2.56702637||2.55022835||2.75891189||1.93951925||3.82633401||4.01051196
|-
| 1||Psychology||Female||2.70070372||1.90848502||3.17868924||3.42422807||3.01452054||2.80753503||3.16820275||2.30749604||3.89580915||4.20300567
|-
| 5||Spanish_Language||Female||2.5390761||0.60205999||2.72098574||1.81954394||3.68322721||2.4440448||3.66726612||2.38560627||3.35140975||4.11961875
|-
| 4||Spanish_Language||Female||2.7176705||1.20411998||2.94497591||2.20411998||3.75989437||2.56702637||3.64127576||2.50242712||3.61573969||4.21793117
|-
| 3||Spanish_Language||Female||2.59879051||1.32221929||2.88479536||2.37106786||3.5895028||2.49692965||3.42862067||2.33041377||3.59824319||4.09600574
|-
| 2||Spanish_Language||Female||2.56466606||1.43136376||2.92634245||2.54282543||3.45893986||2.5390761||3.29336255||2.2764618||3.64443859||4.05560765
|-
| 1||Spanish_Language||Female||2.55990663||1.53147892||2.93851973||2.94792362||3.25791845||2.5563025||3.15014216||2.2278867||3.69749089||4.0366289
|-
| 5||Spanish_Literature||Female||1.41497335||0.30103||1.75587486||0.84509804||2.45636603||1.462398||2.59439255||1.17609126||2.39967372||3.02448567
|-
| 4||Spanish_Literature||Female||1.90308999||0||1.96848295||1.30103||2.95856388||1.65321251||2.87157294||1.49136169||2.61278386||3.36642296
|-
| 3||Spanish_Literature||Female||1.88081359||0||1.83250891||1.36172784||3.11494442||1.64345268||2.97220284||1.54406804||2.52244423||3.44916973
|-
| 2||Spanish_Literature||Female||1.61278386||0.47712125||1.47712125||1.11394335||2.87098881||1.32221929||2.72672721||1.34242268||2.08990511||3.18212921
|-
| 1||Spanish_Literature||Female||1.93449845||0.47712125||1.462398||1.56820172||2.99431715||1.51851394||2.87794695||1.80617997||2.27415785||3.33725954
|-
| 5||Statistics||Female||2.01283722||0.77815125||3.01535976||1.62324929||1.62324929||2.06818586||1.69897||1.04139269||3.45239985||3.62664827
|-
| 4||Statistics||Female||2.34635297||1.30103||3.20682588||2.25767857||2.02938378||2.42651126||2.28330123||1.50514998||3.81304697||3.96023287
|-
| 3||Statistics||Female||2.46982202||1.67209786||3.25887663||2.56348109||2.39619935||2.58546073||2.51054501||1.75587486||3.95279244||4.09691001
|-
| 2||Statistics||Female||2.42488164||1.59106461||3.06182931||2.63346846||2.45939249||2.46089784||2.54654266||1.70757018||3.78859256||3.95453194
|-
| 1||Statistics||Female||2.58883173||1.85125835||3.22323627||3.23628528||2.9498777||2.67577834||2.96236934||2.11394335||3.85865748||4.12968989
|-
| 5||Studio_Art:_2-D_Design||Female||1.44715803||0.90308999||2.10380372||1.43136376||1.17609126||1.54406804||1.54406804||1||2.8344207||2.98227123
|-
| 4||Studio_Art:_2-D_Design||Female||1.88081359||0.60205999||2.29225607||1.75587486||1.69897||1.89762709||2.0374265||1||3.15836249||3.30384377
|-
| 3||Studio_Art:_2-D_Design||Female||2.02530587||1.30103||2.47567119||2.0211893||2.04921802||2.11058971||2.22010809||1.38021124||3.3628593||3.51308436
|-
| 2||Studio_Art:_2-D_Design||Female||2||1.30103||2.29003461||2.08635983||2.00432137||2.08635983||2.10037055||1.38021124||3.2367891||3.40260524
|-
| 1||Studio_Art:_2-D_Design||Female||1.11394335||0.47712125||1.32221929||1.69019608||1.61278386||1.23044892||1.56820172||1.07918125||2.40823997||2.64443859
|-
| 5||Studio_Art:_3-D_Design||Female||0.69897||0||1.11394335||0.77815125||0.90308999||0.30103||0.60205999||0.47712125||1.95424251||2.09342169
|-
| 4||Studio_Art:_3-D_Design||Female||0.90308999||0.30103||1.2787536||1.14612804||1||1.04139269||1.11394335||0||2.08635983||2.28330123
|-
| 3||Studio_Art:_3-D_Design||Female||1.36172784||0.90308999||1.72427587||1.43136376||1.34242268||1.5563025||1.60205999||0.60205999||2.61384182||2.78958071
|-
| 2||Studio_Art:_3-D_Design||Female||1.20411998||0.69897||1.56820172||1.44715803||1.34242268||1.34242268||1.43136376||0.69897||2.45331834||2.64147411
|-
| 1||Studio_Art:_3-D_Design||Female||0||0.30103||1||1.25527251||0.77815125||0.60205999||0.90308999||0||1.79239169||2.01703334
|-
| 5||Studio_Art:_Drawing||Female||1.61278386||0.69897||2.41161971||1.44715803||1.38021124||1.59106461||1.69897||0.69897||2.87098881||3.07371835
|-
| 4||Studio_Art:_Drawing||Female||1.75587486||0.84509804||2.41830129||1.71600334||1.69019608||1.83250891||1.90848502||1.25527251||3.07077646||3.24625231
|-
| 3||Studio_Art:_Drawing||Female||2.0374265||1.14612804||2.64443859||2.0374265||2.08990511||2.17897695||2.28330123||1.23044892||3.36977229||3.54294985
|-
| 2||Studio_Art:_Drawing||Female||1.97772361||1.20411998||2.32633586||2.15228834||2.11058971||2.04921802||2.08635983||1.38021124||3.18155777||3.37346372
|-
| 1||Studio_Art:_Drawing||Female||1.25527251||0.30103||1.39794001||1.92941893||1.51851394||1.25527251||1.5563025||0.69897||2.34830486||2.64048144
|-
| 5||US_History||Female||2.69284692||1.462398||3.47683163||2.52374647||2.37657696||2.87448182||2.62736586||1.83250891||4.08895073||4.24546331
|-
| 4||US_History||Female||2.94546859||2.02938378||3.63083452||3.00732095||2.84447718||3.14426277||2.924796||2.24551267||4.37188025||4.51753897
|-
| 3||US_History||Female||3.00173371||2.28555731||3.61489722||3.26102483||3.12483015||3.18098558||3.1360861||2.34439227||4.43399372||4.58811477
|-
| 2||US_History||Female||3.12645611||2.50785587||3.67788058||3.54715912||3.45362407||3.26054837||3.36097188||2.5774918||4.50327303||4.69143515
|-
| 1||US_History||Female||3.10037055||2.53402611||3.55388303||3.8274339||3.70910028||3.19256745||3.61246596||2.72509452||4.28155603||4.62656618
|-
| 5||World_History||Female||2.07554696||1.04139269||2.9360108||2.14921911||1.78532984||2.37474835||2.10720997||1.30103||3.52569252||3.69258256
|-
| 4||World_History||Female||2.26007139||1.56820172||3.10822666||2.53655844||2.26717173||2.57634135||2.46538285||1.62324929||3.73679475||3.91323087
|-
| 3||World_History||Female||2.53529412||1.77085201||3.30899103||2.91434316||2.70415052||2.77959649||2.84447718||2.04532298||3.93490226||4.13918618
|-
| 2||World_History||Female||2.5899496||1.92941893||3.26197619||3.07954301||2.97818052||2.83378437||2.98542647||2.14612804||3.91745299||4.16148779
|-
| 1||World_History||Female||2.66558099||1.90848502||3.10243371||3.40380661||3.26834391||2.73957234||3.25309559||2.32014629||3.75258618||4.158272
|}</center>

===2007 AP Exam Scores (Percentage of Students)===
The table below contains the numbers of students and their relative proportion (percent).

<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| colspan=2| || colspan=5| '''Examination Grade''' || colspan=4| '''Summary Statistics'''
|-
| '''Disciplines''' || '''Sample Size''' || '''5''' || '''4''' || '''3''' || '''2''' || '''1''' || '''Number of Students''' || '''3 or Higher / %''' || '''Mean Grade''' || '''Standard Deviation'''
|-
| '''Art History''' || N || 2286 || 4243 || 5006 || 3550 || 3751 || 18836 || 11535 || 2.88 || 1.3
|-
| || % At || 12.13633468 || 22.52601402 || 26.57676789 || 18.84688894 || 19.91399448 || || 61.23911659 || ||
|-
| '''Biology''' || N || 27996 || 29338 || 30749 || 33664 || 23049 || 144796 || 88083 || 3.04 || 1.36
|-
| || % At || 19.33478825 || 20.26160944 || 21.23608387 || 23.24926103 || 15.91825741 || || 60.83248156 || ||
|-
| '''Calculus AB''' || N || 44409 || 39682 || 40448 || 32704 || 54450 || 211693 || 124539 || 2.94 || 1.49
|-
| || % At || 20.97802006 || 18.74506951 || 19.10691426 || 15.44878669 || 25.72120949 || || 58.83000383 || ||
|-
| '''Calculus BC''' || N || 27949 || 11489 || 12095 || 4090 || 8688 || 64311 || 51533 || 3.71 || 1.42
|-
| || % At || 43.4591283 || 17.86475098 || 18.80704701 || 6.359720732 || 13.50935299 || || 80.13092628 || ||
|-
| '''Calculus AB Subscores''' || N || 32268 || 14168 || 8915 || 4222 || 4738 || 64311 || 55351 || 4.01 || 1.25
|-
| || % At || 50.17493119 || 22.0304458 || 13.86232526 || 6.564973333 || 7.367324408 || || 86.06770226 || ||
|-
| '''Chemistry''' || N || 14820 || 17462 || 22321 || 17928 || 24605 || 97136 || 54603 || 2.79 || 1.39
|-
| || % At || 15.25695931 || 17.97685719 || 22.97912206 || 18.45659694 || 25.3304645 || || 56.21293856 || ||
|-
| '''Chinese Language''' (Total Group) || N || 2643 || 386 || 146 || 36 || 50 || 3261 || 3175 || 4.7 || 0.74
|-
| || % At || 81.04875805 || 11.83685986 || 4.477154247 || 1.103955842 || 1.533272002 || || 97.36277216 || ||
|-
| '''Chinese Language''' (Standard Group)** || N || 177 || 71 || 60 || 24 || 31 || 363 || 308 || 3.93 || 1.3
|-
| || % At || 48.76033058 || 19.55922865 || 16.52892562 || 6.611570248 || 8.539944904 || || 84.84848485 || ||
|-
| '''Computer Science''' A || N || 2902 || 3434 || 2178 || 1433 || 5102 || 15049 || 8514 || 2.84 || 1.56
|-
| || % At || 19.28367333 || 22.81879195 || 14.47272244 || 9.522227391 || 33.90258489 || || 56.57518772 || ||
|-
| '''Computer Science''' AB || N || 1682 || 997 || 926 || 473 || 986 || 5064 || 3605 || 3.38 || 1.5
|-
| || % At || 33.21484992 || 19.68799368 || 18.28593997 || 9.340442338 || 19.47077409 || || 71.18878357 || ||
|-
| '''Economics - Macro''' || N || 8462 || 14693 || 9881 || 10311 || 16769 || 60116 || 33036 || 2.8 || 1.43
|-
| || % At || 14.0761195 || 24.44108058 || 16.43655599 || 17.15183978 || 27.89440415 || || 54.95375607 || ||
|-
| '''Economics - Micro''' || N || 6080 || 10300 || 7766 || 5459 || 7778 || 37383 || 24146 || 3.04 || 1.38
|-
| || % At || 16.26407725 || 27.55263087 || 20.77414868 || 14.60289436 || 20.80624883 || || 64.59085681 || ||
|-
| '''English Language''' || N || 25840 || 51720 || 88529 || 85517 || 30624 || 282230 || 166089 || 2.85 || 1.12
|-
| || % At || 9.155653191 || 18.32547922 || 31.36767884 || 30.30046416 || 10.85072459 || || 58.84881125 || ||
|-
| '''English Literature''' || N || 20829 || 62283 || 99267 || 90050 || 26049 || 298478 || 182379 || 2.87 || 1.06
|-
| || % At || 6.978403768 || 20.86686456 || 33.25772754 || 30.16972775 || 8.727276382 || || 61.10299587 || ||
|-
| '''Environmental Science''' || N || 5670 || 12092 || 9383 || 9183 || 16088 || 52416 || 27145 || 2.66 || 1.4
|-
| || % At || 10.81730769 || 23.06929182 || 17.90102259 || 17.51945971 || 30.69291819 || || 51.7876221 || ||
|-
| '''European History''' || N || 10800 || 18314 || 34823 || 10910 || 22195 || 97042 || 63937 || 2.84 || 1.28
|-
| || % At || 11.12920179 || 18.87224089 || 35.8844624 || 11.24255477 || 22.87154016 || || 65.88590507 || ||
|-
| '''French Language''' (Total Group)** || N || 2743 || 3655 || 6643 || 4361 || 4307 || 21709 || 13041 || 2.82 || 1.28
|-
| || % At || 12.63531254 || 16.83633516 || 30.60021189 || 20.08844258 || 19.83969782 || || 60.0718596 || ||
|-
| '''French Language''' (Standard Group)** || N || 1244 || 2510 || 5331 || 3816 || 3928 || 16829 || 9085 || 2.6 || 1.2
|-
| || % At || 7.392001901 || 14.91473052 || 31.67746152 || 22.6751441 || 23.34066195 || || 53.98419395 || ||
|-
| '''French Literature''' || N || 501 || 487 || 480 || 337 || 263 || 2068 || 1468 || 3.3 || 1.34
|-
| || % At || 24.22630561 || 23.54932302 || 23.21083172 || 16.2959381 || 12.71760155 || || 70.98646035 || ||
|-
| '''German Language''' (Total Group)** || N || 1316 || 1160 || 1158 || 1043 || 720 || 5397 || 3634 || 3.24 || 1.36
|-
| || % At || 24.38391699 || 21.49342227 || 21.45636465 || 19.32555123 || 13.34074486 || || 67.33370391 || ||
|-
| '''German Language''' (Standard Group)** || N || 342 || 760 || 938 || 885 || 635 || 3560 || 2040 || 2.8 || 1.23
|-
| || % At || 9.606741573 || 21.34831461 || 26.34831461 || 24.85955056 || 17.83707865 || || 57.30337079 || ||
|-
| '''Government & Politics Comparative''' || N || 2188 || 2635 || 3000 || 3039 || 2496 || 13358 || 7823 || 2.92 || 1.35
|-
| || % At || 16.37969756 || 19.72600689 || 22.45845186 || 22.75041174 || 18.68543195 || || 58.56415631 || ||
|-
| '''Government & Politics United States''' || N || 9705 || 30488 || 43245 || 51620 || 25920 || 160978 || 83438 || 2.67 || 1.13
|-
| || % At || 6.028774118 || 18.93923393 || 26.86391929 || 32.06649356 || 16.1015791 || || 51.83192734 || ||
|-
| '''Human Geography''' || N || 3249 || 5183 || 6320 || 4724 || 9529 || 29005 || 14752 || 2.58 || 1.39
|-
| || % At || 11.20151698 || 17.86933287 || 21.78934666 || 16.2868471 || 32.85295639 || || 50.86019652 || ||
|-
| '''Italian Language''' (Total Group) || N || 252 || 209 || 393 || 329 || 459 || 1642 || 854 || 2.67 || 1.4
|-
| || % At || 15.34713764 || 12.72838002 || 23.93422655 || 20.0365408 || 27.95371498 || || 52.00974421 || ||
|-
| '''Italian Language''' (Standard Group)** || N || 85 || 138 || 311 || 292 || 433 || 1259 || 534 || 2.32 || 1.24
|-
| || % At || 6.751389992 || 10.96108022 || 24.70214456 || 23.19301033 || 34.3923749 || || 42.41461477 || ||
|-
| '''Japanese Language''' (Total Group)** || N || 724 || 154 || 314 || 152 || 323 || 1667 || 1192 || 3.48 || 1.57
|-
| || % At || 43.43131374 || 9.23815237 || 18.83623275 || 9.118176365 || 19.37612478 || || 71.50569886 || ||
|-
| '''Japanese Language''' (Standard Group)** || N || 102 || 66 || 182 || 99 || 218 || 667 || 350 || 2.6 || 1.42
|-
| || % At || 15.29235382 || 9.895052474 || 27.28635682 || 14.84257871 || 32.68365817 || || 52.47376312 || ||
|-
| '''Latin Literature''' || N || 508 || 549 || 962 || 612 || 1140 || 3771 || 2019 || 2.65 || 1.39
|-
| || % At || 13.47122779 || 14.55847255 || 25.51047468 || 16.22911695 || 30.23070804 || || 53.54017502 || ||
|-
| '''Latin Vergil''' || N || 937 || 911 || 1229 || 931 || 921 || 4929 || 3077 || 3 || 1.37
|-
| || % At || 19.00994116 || 18.4824508 || 24.9340637 || 18.88821262 || 18.68533171 || || 62.42645567 || ||
|-
| '''Music Theory''' || N || 2210 || 2263 || 3400 || 3517 || 1804 || 13194 || 7873 || 2.97 || 1.29
|-
| || % At || 16.7500379 || 17.15173564 || 25.76928907 || 26.65605578 || 13.67288161 || || 59.6710626 || ||
|-
| '''Music Theory''' Aural Subscore || N || 2184 || 2296 || 3219 || 3767 || 1728 || 13194 || 7699 || 2.96 || 1.28
|-
| || % At || 16.55297863 || 17.40184933 || 24.39745339 || 28.55085645 || 13.09686221 || || 58.35228134 || ||
|-
| '''Music Theory''' Nonaural Subscore || N || 2240 || 2305 || 3398 || 3461 || 1790 || 13194 || 7943 || 2.98 || 1.29
|-
| || % At || 16.97741398 || 17.47006215 || 25.75413067 || 26.23162043 || 13.56677278 || || 60.20160679 || ||
|-
| '''Physics B''' || N || 8869 || 9279 || 14931 || 10210 || 11601 || 54890 || 33079 || 2.88 || 1.35
|-
| || % At || 16.15777009 || 16.90471853 || 27.20167608 || 18.60083804 || 21.13499727 || || 60.26416469 || ||
|-
| '''Physics C E&M''' || N || 3787 || 2871 || 1354 || 1890 || 1290 || 11192 || 8012 || 3.53 || 1.4
|-
| || % At || 33.83666905 || 25.65225161 || 12.09792709 || 16.88706219 || 11.52609006 || || 71.58684775 || ||
|-
| '''Physics C Mechanics''' || N || 6877 || 6669 || 5268 || 3699 || 3801 || 26314 || 18814 || 3.35 || 1.38
|-
| || % At || 26.13437714 || 25.34392339 || 20.01976134 || 14.05715589 || 14.44478225 || || 71.49806187 || ||
|-
| '''Psychology''' || N || 21833 || 30430 || 23851 || 15902 || 24112 || 116128 || 76114 || 3.09 || 1.41
|-
| || % At || 18.80080601 || 26.20384403 || 20.53854368 || 13.69351061 || 20.76329567 || || 65.54319372 || ||
|-
| '''Spanish Language''' (Total Group) || N || 20397 || 25383 || 19464 || 17892 || 18063 || 101199 || 65244 || 3.12 || 1.39
|-
| || % At || 20.1553375 || 25.08226366 || 19.23339163 || 17.6800166 || 17.8489906 || || 64.4709928 || ||
|-
| '''Spanish Language''' (Standard Group)** || N || 4299 || 8269 || 8085 || 9230 || 11290 || 41173 || 20653 || 2.64 || 1.34
|-
| || % At || 10.44130862 || 20.0835499 || 19.63665509 || 22.41760377 || 27.42088262 || || 50.16151361 || ||
|-
| '''Spanish Literature''' || N || 1757 || 3464 || 4207 || 2277 || 3616 || 15321 || 9428 || 2.83 || 1.32
|-
| || % At || 11.46791985 || 22.60949024 || 27.45904314 || 14.86195418 || 23.60159259 || || 61.53645323 || ||
|-
| '''Statistics''' || N || 11643 || 21076 || 24922 || 16755 || 23637 || 98033 || 57641 || 2.8 || 1.34
|-
| || % At || 11.87661298 || 21.49888303 || 25.42205176 || 17.09118358 || 24.11126865 || || 58.79754776 || ||
|-
| '''Studio Art Drawing''' || N || 1681 || 2470 || 5043 || 3546 || 818 || 13558 || 9194 || 3.05 || 1.09
|-
| || % At || 12.39858386 || 18.21802626 || 37.19575159 || 26.15430004 || 6.03333825 || || 67.81236171 || ||
|-
| '''Studio Art 2-D Design''' || N || 1494 || 2861 || 4665 || 3674 || 716 || 13410 || 9020 || 3.06 || 1.07
|-
| || % At || 11.1409396 || 21.33482476 || 34.78747204 || 27.39746458 || 5.339299031 || || 67.26323639 || ||
|-
| '''Studio Art 3-D Design''' || N || 223 || 324 || 935 || 665 || 173 || 2320 || 1482 || 2.9 || 1.05
|-
| || % At || 9.612068966 || 13.96551724 || 40.30172414 || 28.6637931 || 7.456896552 || || 63.87931034 || ||
|-
| '''United States History''' || N || 37110 || 66325 || 74153 || 87268 || 68706 || 333562 || 177588 || 2.75 || 1.29
|-
| || % At || 11.125368 || 19.88385967 || 22.23064977 || 26.16245256 || 20.59767 || || 53.23987744 || ||
|-
| '''World History''' || N || 11461 || 17183 || 26616 || 24773 || 21942 || 101975 || 55260 || 2.72 || 1.28
|}</center>

<hr>
* SOCR Home page: http://www.socr.ucla.edu

{{translate|pageName=http://wiki.stat.ucla.edu/socr/index.php?title=SOCR_Data_Dinov_030708_APExamScores}}

SOCR Data Dinov 030708 APExamScores

2011-10-31T18:14:55Z

TracyTam: /* 2007 AP Exam Scores (Genders and Grace Levels) (Log Transformation) */

== [[SOCR_Data |SOCR Data]] - 2007 Advanced Placement (AP) Exam Scores by Discipline==

===Data Description===
* '''Source''': [http://professionals.collegeboard.com/data-reports-research/ap/data-2007 The College Board AP Results for 2007].

* '''Summary''':
[[Image:SOCR_Data_Dinov_APExams_062408_Fig1.png|150px|thumbnail|right| [http://www.hoover.org/publications/ednext/3260116.html AP Exams] ]]

: The goals of collecting this data on AP exam scores by discipline was to gauge the individual success on an AP Exam in 2007. Most students view a grade of 3 or higher as a successful grade (grade range {1 (worst), 2, 3, 4, 5(best)}. Of interest was to evaluate the performance for each grade level, type of school, or geographic location.

: This table reflects 2,533,431 AP Examinations taken by 1,464,254 students from 16,464 secondary schools.

: Standard students generally receive most of their foreign language training in U.S. schools. They did not indicate on their answer sheet that they regularly speak or hear the foreign language of the examination, or that they have lived for one month or more in a country where the language is spoken.

===2007 AP Exam Scores (Genders and Grace Levels)===
The table below contains the raw numbers of students taking different AP exams, their scores and grade levels and genders.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || colspan="5" |Examination Grade||colspan="4"|Summary Statistics||colspan="7"|Grade Level||colspan="2"|Gender
|-
|5||4||3||2||1||Number of Students||3 or Higher%||Mean Grade||Standard Deviation||9th Grade||10th Grade||11th Grade||12th Grade||Not HS||<9th Grade||Other||Male||Female
|-
| Biology||27996.00||29338.00||30749.00||33664.00||23049.00||144796.00||88083.00||3.04||1.36||1368.00||13311.00||54119.00||70493.00||85.00||24.00||5396.00||60597.00||84199.00
|-
| Calculus AB||44409.00||39682.00||40448.00||32704.00||54450.00||211693.00||124539.00||2.94||1.49||190.00||2655.00||38717.00||162361.00||484.00||30.00||7256.00||109095.00||102598.00
|-
| Calculus AB Subscores||32268.00||14168.00||8915.00||4222.00||4738.00||64311.00||55351.00||4.01||1.25||.||.||.||.||.||.||.||.||.
|-
| Calculus BC||27949.00||11489.00||12095.00||4090.00||8688.00||64311.00||51533.00||3.71||1.42||121.00||1255.00||14142.00||46713.00||134.00||15.00||1931.00||38028.00||26283.00
|-
| Chemistry||14820.00||17462.00||22321.00||17928.00||24605.00||97136.00||54603.00||2.79||1.39||50.00||5550.00||50226.00||37751.00||220.00||5.00||3334.00||51743.00||45393.00
|-
| Chinese Language (Standard Group)**||177.00||71.00||60.00||24.00||31.00||363.00||308.00||3.93||1.30||.||.||.||.||.||.||.||.||.
|-
| Chinese Language (Total Group)**||2643.00||386.00||146.00||36.00||50.00||3261.00||3175.00||4.70||0.74||80.00||367.00||1193.00||1453.00||5.00||7.00||156.00||1482.00||1779.00
|-
| Computer Science A||2902.00||3434.00||2178.00||1433.00||5102.00||15049.00||8514.00||2.84||1.56||215.00||2508.00||5539.00||6274.00||13.00||3.00||497.00||12282.00||2767.00
|-
| Computer Science AB||1682.00||997.00||926.00||473.00||986.00||5064.00||3605.00||3.38||1.50||43.00||599.00||2024.00||2246.00||13.00||5.00||134.00||4461.00||603.00
|-
| Economics - Macro||8462.00||14693.00||9881.00||10311.00||16769.00||60116.00||33036.00||2.80||1.43||109.00||876.00||6684.00||49818.00||245.00||2.00||2382.00||32931.00||27185.00
|-
| Economics - Micro||6080.00||10300.00||7766.00||5459.00||7778.00||37383.00||24146.00||3.04||1.38||24.00||1109.00||5589.00||29006.00||228.00||2.00||1425.00||21438.00||15945.00
|-
| English Language||25840.00||51720.00||88529.00||85517.00||30624.00||282230.00||166089.00||2.85||1.12||90.00||4346.00||229191.00||37769.00||64.00||3.00||10767.00||104425.00||177805.00
|-
| English Literature||20829.00||62283.00||99267.00||90050.00||26049.00||298478.00||182379.00||2.87||1.06||20.00||651.00||23745.00||262341.00||151.00||4.00||11566.00||108109.00||190369.00
|-
| Environmental Science||5670.00||12092.00||9383.00||9183.00||16088.00||52416.00||27145.00||2.66||1.40||728.00||2068.00||17448.00||29665.00||45.00||0.00||2462.00||23129.00||29287.00
|-
| European History||10800.00||18314.00||34823.00||10910.00||22195.00||97042.00||63937.00||2.84||1.28||419.00||48885.00||15659.00||28580.00||36.00||1.00||3462.00||45075.00||51967.00
|-
| French Language (Standard Group)**||1244.00||2510.00||5331.00||3816.00||3928.00||16829.00||9085.00||2.60||1.20||.||.||.||.||.||.||.||.||.
|-
| French Language (Total Group)**||2743.00||3655.00||6643.00||4361.00||4307.00||21709.00||13041.00||2.82||1.28||162.00||1119.00||5943.00||13555.00||13.00||84.00||833.00||6535.00||15174.00
|-
| French Literature||501.00||487.00||480.00||337.00||263.00||2068.00||1468.00||3.30||1.34||10.00||111.00||489.00||1360.00||2.00||0.00||96.00||594.00||1474.00
|-
| German Language (Standard Group)**||342.00||760.00||938.00||885.00||635.00||3560.00||2040.00||2.80||1.23||.||.||.||.||.||.||.||.||
|-
| German Language (Total Group)**||1316.00||1160.00||1158.00||1043.00||720.00||5397.00||3634.00||3.24||1.36||80.00||302.00||1273.00||3505.00||12.00||39.00||186.00||2778.00||2619.00
|-
| Government & Politics Comparative||2188.00||2635.00||3000.00||3039.00||2496.00||13358.00||7823.00||2.92||1.35||8.00||711.00||2285.00||9745.00||15.00||0.00||594.00||6986.00||6372.00
|-
| Government & Politics United States||9705.00||30488.00||43245.00||51620.00||25920.00||160978.00||83438.00||2.67||1.13||946.00||8258.00||16900.00||128710.00||55.00||6.00||6103.00||75427.00||85551.00
|-
| Human Geography||3249.00||5183.00||6320.00||4724.00||9529.00||29005.00||14752.00||2.58||1.39||12546.00||5219.00||3874.00||6229.00||10.00||2.00||1125.00||13182.00||15823.00
|-
| Italian Language (Standard Group)**||85.00||138.00||311.00||292.00||433.00||1259.00||534.00||2.32||1.24||.||.||.||.||.||.||.||.||.
|-
| Italian Language (Total Group)**||252.00||209.00||393.00||329.00||459.00||1642.00||854.00||2.67||1.40||8.00||27.00||263.00||1267.00||6.00||0.00||71.00||582.00||1060.00
|-
| Japanese Language (Standard Group)**||102.00||66.00||182.00||99.00||218.00||667.00||350.00||2.60||1.42||.||.||.||.||.||.||.||.||.
|-
| Japanese Language (Total Group)**||724.00||154.00||314.00||152.00||323.00||1667.00||1192.00||3.48||1.57||31.00||96.00||456.00||1026.00||3.00||2.00||53.00||773.00||894.00
|-
| Latin Literature||508.00||549.00||962.00||612.00||1140.00||3771.00||2019.00||2.65||1.39||11.00||156.00||1564.00||1920.00||3.00||1.00||116.00||1766.00||2005.00
|-
| Latin Vergil||937.00||911.00||1229.00||931.00||921.00||4929.00||3077.00||3.00||1.37||36.00||313.00||2112.00||2299.00||1.00||1.00||167.00||2578.00||2351.00
|-
| Music Theory||2210.00||2263.00||3400.00||3517.00||1804.00||13194.00||7873.00||2.97||1.29||105.00||1175.00||4239.00||7189.00||12.00||15.00||459.00||7507.00||5687.00
|-
| Music Theory Aural Subscore||2184.00||2296.00||3219.00||3767.00||1728.00||13194.00||7699.00||2.96||1.28||.||.||.||.||.||.||.||.||.
|-
| Music Theory Nonaural Subscore||2240.00||2305.00||3398.00||3461.00||1790.00||13194.00||7943.00||2.98||1.29||.||.||.||.||.||.||.||.||.
|-
| Physics B||8869.00||9279.00||14931.00||10210.00||11601.00||54890.00||33079.00||2.88||1.35||103.00||1144.00||19411.00||32138.00||77.00||24.00||1993.00||35711.00||19179.00
|-
| Physics C E&M||3787.00||2871.00||1354.00||1890.00||1290.00||11192.00||8012.00||3.53||1.40||5.00||132.00||1275.00||9370.00||83.00||5.00||322.00||8678.00||2514.00
|-
| Physics C Mechanics||6877.00||6669.00||5268.00||3699.00||3801.00||26314.00||18814.00||3.35||1.38||8.00||218.00||3498.00||21651.00||99.00||9.00||831.00||19291.00||7023.00
|-
| Psychology||21833.00||30430.00||23851.00||15902.00||24112.00||116128.00||76114.00||3.09||1.41||123.00||3329.00||37075.00||70456.00||88.00||5.00||5052.00||40920.00||75208.00
|-
| Spanish Language (Standard Group)**||4299.00||8269.00||8085.00||9230.00||11290.00||41173.00||20653.00||2.64||1.34||.||.||.||.||.||.||.||.||.
|-
| Spanish Language (Total Group)**||20397.00||25383.00||19464.00||17892.00||18063.00||101199.00||65244.00||3.12||1.39||2677.00||11677.00||35429.00||43772.00||133.00||2864.00||4647.00||36166.00||65033.00
|-
| Spanish Literature||1757.00||3464.00||4207.00||2277.00||3616.00||15321.00||9428.00||2.83||1.32||129.00||1114.00||4541.00||8598.00||7.00||0.00||932.00||5100.00||10221.00
|-
| Statistics||11643.00||21076.00||24922.00||16755.00||23637.00||98033.00||57641.00||2.80||1.34||117.00||3964.00||18782.00||71348.00||193.00||10.00||3619.00||48854.00||49179.00
|-
| Studio Art 2-D Design||1494.00||2861.00||4665.00||3674.00||716.00||13410.00||9020.00||3.06||1.07||16.00||212.00||2314.00||10169.00||22.00||1.00||676.00||3895.00||9515.00
|-
| Studio Art 3-D Design||223.00||324.00||935.00||665.00||173.00||2320.00||1482.00||2.90||1.05||5.00||41.00||300.00||1822.00||5.00||0.00||147.00||823.00||1497.00
|-
| Studio Art Drawing||1681.00||2470.00||5043.00||3546.00||818.00||13558.00||9194.00||3.05||1.09||8.00||316.00||2506.00||10012.00||22.00||0.00||694.00||3964.00||9594.00
|-
| United States History||37110.00||66325.00||74153.00||87268.00||68706.00||333562.00||177588.00||2.75||1.29||354.00||27033.00||277343.00||17332.00||40.00||10.00||11450.00||151569.00||181993.00
|-
| World History||11461.00||17183.00||26616.00||24773.00||21942.00||101975.00||55260.00||2.72||1.28||4685.00||78011.00||10172.00||5561.00||19.00||4.00||3523.00||45716.00||56259.00
|}</center>

===2007 USA AP Exam Score Distribution===
The table below contains the numbers and scores of US students taking different AP exams.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || rowspan="2"|Examination Grade||colspan="2"|Gender||colspan="9"|Ethnic Group||rowspan="2"|Total
|-
|Male||Female||Not Stated||American Indian||Asian||Black||Mexican American||Other||Other Hispanic||Puerto Rican||White
|-
| rowspan="7"|Art History||5||730||1469||86||8||352||28||45||122||64||8||1486||2199
|-
| 4||1377||2763||160||14||670||74||138||223||213||18||2630||4140
|-
| 3||1614||3288||190||25||711||141||211||242||348||37||2997||4902
|-
| 2||1141||2332||124||16||511||145||223||163||291||35||1965||3473
|-
| 1||1296||2403||162||22||499||279||347||152||461||41||1736||3699
|-
| Total||6158||12255||722||85||2743||667||964||902||1377||139||10814||18413
|-
| Mean||2.85||2.88||2.84||2.65||2.95||2.14||2.29||3.00||2.37||2.40||3.02||2.87
|-
| rowspan="7"|Biology||5||13617||13318||731||51||7032||398||317||1150||560||96||16600||26935
|-
| 4||13026||15463||771||100||5569||808||526||1223||726||132||18634||28489
|-
| 3||12717||17312||833||140||4954||1143||824||1177||988||182||19788||30029
|-
| 2||12309||20768||997||193||4740||2089||1555||1303||1481||272||20447||33077
|-
| 1||7354||15437||737||152||2920||3585||2174||893||1965||283||10082||22791
|-
| Total||59023||82298||4069||636||25215||8023||5396||5746||5720||965||85551||141321
|-
| Mean||3.22||2.88||2.94||2.54||3.36||2.05||2.12||3.08||2.38||2.47||3.13||3.03
|-
| rowspan="7"|Calculus AB||5||25366||16543||962||84||8008||512||617||1202||901||115||29508||41909
|-
| 4||20395||17916||897||110||6279||853||798||1178||947||135||27114||38311
|-
| 3||19533||19635||983||154||6015||1213||1298||1191||1216||180||26918||39168
|-
| 2||15484||16379||749||143||4744||1417||1445||1007||1231||172||20955||31863
|-
| 1||24230||29065||1438||332||6876||5334||4557||1563||3312||405||29478||53295
|-
| Total||105008||99538||5029||823||31922||9329||8715||6141||7607||1007||133973||204546
|-
| Mean||3.07||2.76||2.84||2.36||3.12||1.91||2.02||2.91||2.33||2.39||3.05||2.92
|-
| rowspan="7"|Calculus BC||5||17507||9396||654||53||8045||247||296||918||462||80||16148||26903
|-
| 4||6460||4771||268||25||2876||219||180||415||272||38||6938||11231
|-
| 3||6450||5410||276||25||2939||306||333||384||337||42||7218||11860
|-
| 2||2091||1944||104||18||965||138||146||138||128||17||2381||4035
|-
| 1||4382||4203||223||33||1969||494||442||323||393||30||4678||8585
|-
| Total||36890||25724||1525||154||16794||1404||1397||2178||1592||207||37363||62614
|-
| Mean||3.83||3.51||3.67||3.31||3.84||2.71||2.82||3.67||3.18||3.58||3.74||3.70
|-
| rowspan="7"|Chemistry||5||9090||4631||348||25||4372||153||104||486||204||35||7994||13721
|-
| 4||9620||6935||446||38||4151||316||207||572||322||53||10450||16555
|-
| 3||11583||9871||542||85||4371||569||432||823||552||97||13983||21454
|-
| 2||8607||8788||424||76||3034||689||499||599||559||99||11416||17395
|-
| 1||10549||13633||653||144||3535||2475||1701||945||1450||205||13074||24182
|-
| Total||49449||43858||2413||368||19463||4202||2943||3425||3087||489||56917||93307
|-
| Mean||2.96||2.55||2.76||2.25||3.14||1.81||1.82||2.72||2.12||2.21||2.80||2.77
|-
| rowspan="7"|Chinese Lang & Cultures||5||854||1118||77||.||1857||.||.||20||.||.||16||1972
|-
| 4||145||158||8||.||264||.||.||7||.||.||23||303
|-
| 3||65||48||11||.||76||3||.||3||.||.||19||113
|-
| 2||14||16||1||.||14||.||.||3||.||.||10||30
|-
| 1||17||25||.||.||18||2||.||1||.||.||16||42
|-
| Total||1095||1365||97||4||2229||5||4||34||3||.||84||2460
|-
| Mean||4.65||4.71||4.66||.||4.76||2.20||.||4.24||.||.||3.15||4.68
|-
| rowspan="7"|Computer Science A||5||2386||396||51||6||717||25||25||102||51||12||1793||2782
|-
| 4||2810||491||81||8||782||56||60||124||91||14||2085||3301
|-
| 3||1726||375||48||12||485||46||51||73||61||12||1313||2101
|-
| 2||1119||261||25||6||296||41||43||59||50||11||849||1380
|-
| 1||3823||1142||144||22||1039||472||250||216||312||34||2476||4965
|-
| Total||11864||2665||349||54||3319||640||429||574||565||83||8516||14529
|-
| Mean||2.90||2.53||2.63||2.44||2.95||1.63||1.99||2.72||2.15||2.51||2.98||2.83
|-
| rowspan="7"|Computer Science AB||5||1433||179||33||2||444||15||12||63||18||6||1019||1612
|-
| 4||831||129||10||2||247||10||17||31||14||3||626||960
|-
| 3||787||105||29||1||248||13||11||43||21||2||524||892
|-
| 2||401||53||18||2||128||10||3||16||14||2||261||454
|-
| 1||820||125||27||6||224||29||32||38||32||4||553||945
|-
| Total||4272||591||117||13||1291||77||75||191||99||17||2983||4863
|-
| Mean||3.39||3.31||3.03||2.38||3.43||2.64||2.65||3.34||2.72||3.29||3.43||3.38
|-
| rowspan="7"|Economics Macro||5||5037||2469||189||14||1819||68||111||278||189||20||4818||7506
|-
| 4||8373||5251||374||36||2698||279||303||495||505||47||8887||13624
|-
| 3||5234||4058||241||32||1644||313||360||341||409||44||5908||9292
|-
| 2||5146||4718||301||34||1617||402||542||364||529||75||6000||9864
|-
| 1||7212||9203||502||83||2015||1687||1746||586||1805||178||7813||16415
|-
| Total||31002||25699||1607||199||9793||2749||3062||2064||3437||364||33426||56701
|-
| Mean||2.96||2.50||2.66||2.32||3.07||1.78||1.85||2.77||2.05||2.05||2.91||2.75
|-
| rowspan="7"|Economics Micro||5||3697||1401||152||9||1261||44||49||193||78||10||3302||5098
|-
| 4||5791||3369||260||20||1871||177||175||340||249||32||6036||9160
|-
| 3||4012||3090||209||20||1242||226||209||264||249||47||4636||7102
|-
| 2||2654||2457||157||18||788||238||234||182||189||32||3273||5111
|-
| 1||3360||4115||247||26||950||960||635||266||619||132||3640||7475
|-
| Total||19514||14432||1025||93||6112||1645||1302||1245||1384||253||20887||33946
|-
| Mean||3.20||2.69||2.92||2.66||3.28||1.85||2.05||3.01||2.26||2.04||3.10||2.98
|-
| rowspan="7"|English Lang & Composition||5||10163||15274||704||62||3680||402||333||1100||609||92||18455||25437
|-
| 4||19690||31194||1382||209||6156||1281||1189||2043||1592||231||36801||50884
|-
| 3||31986||55167||2391||476||9374||3941||3697||3206||3726||566||59776||87153
|-
| 2||29442||54801||2560||663||8342||7901||7949||3130||6296||804||46598||84243
|-
| 1||11540||18709||1035||300||2122||6162||4937||989||3997||342||10365||30249
|-
| Total||102821||175145||8072||1710||29674||19687||18105||10468||16220||2035||171995||277966
|-
| Mean||2.88||2.83||2.77||2.46||3.03||2.08||2.12||2.92||2.29||2.47||3.04||2.85
|-
| rowspan="7"|English Lit & Composition||5||6482||13815||645||39||2628||264||237||871||365||72||15176||20297
|-
| 4||21394||39453||1737||213||6731||1413||1054||2151||1495||252||45801||60847
|-
| 3||35632||61469||2744||470||9489||4196||3090||3162||3487||644||69819||97101
|-
| 2||32099||56235||2574||651||8637||9177||6305||3068||5555||934||51433||88334
|-
| 1||10314||15424||855||254||2138||6879||3148||857||2974||357||8276||25738
|-
| Total||105921||186396||8555||1627||29623||21929||13834||10109||13876||2259||190505||292317
|-
| Mean||2.83||2.89||2.85||2.47||2.97||2.04||2.20||2.91||2.33||2.45||3.04||2.87
|-
| rowspan="7"|Environmental Science||5||3313||2270||177||10||824||53||69||205||123||21||4101||5583
|-
| 4||6146||5798||365||36||1420||246||244||460||401||61||8711||11944
|-
| 3||4264||5029||285||35||1054||314||244||369||358||53||6581||9293
|-
| 2||3682||5421||300||50||973||416||323||336||479||61||6165||9103
|-
| 1||5464||10511||560||94||1593||1951||1072||644||1520||181||8360||15975
|-
| Total||22869||29029||1687||225||5864||2980||1952||2014||2881||377||33918||51898
|-
| Mean||2.92||2.45||2.58||2.19||2.81||1.67||1.93||2.63||2.00||2.15||2.82||2.65
|-
| rowspan="7"|European History||5||5633||4933||301||19||1662||109||120||425||262||29||7639||10566
|-
| 4||9106||8811||527||61||2481||304||275||753||508||78||12930||17917
|-
| 3||16137||18077||986||139||4169||939||881||1393||1098||181||24428||34214
|-
| 2||4661||6079||324||56||1271||438||408||401||455||74||7313||10740
|-
| 1||8737||13161||730||116||2377||1761||1557||927||1364||227||12839||21898
|-
| Total||44274||51061||2868||391||11960||3551||3241||3899||3687||589||65149||95335
|-
| Mean||2.96||2.73||2.77||2.52||2.98||2.03||2.07||2.83||2.42||2.33||2.93||2.84
|-
| rowspan="7"|French Language||5||701||1450||91||1||201||144||23||170||87||6||1428||2151
|-
| 4||884||2221||114||4||374||182||58||220||111||10||2032||3105
|-
| 3||1810||4237||193||10||783||302||180||298||273||7||4001||6047
|-
| 2||1161||2981||163||12||498||204||181||180||191||7||2706||4142
|-
| 1||1286||2924||134||12||466||300||329||188||308||25||2448||4210
|-
| Total||5842||13813||695||39||2322||1132||771||1056||970||55||12615||19655
|-
| Mean||2.75||2.73||2.81||2.23||2.72||2.70||2.05||3.00||2.46||2.36||2.78||2.74
|-
| rowspan="7"|French Literature||5||118||314||28||.||44||13||6||28||14||2||297||432
|-
| 4||114||319||16||.||53||23||4||24||11||2||300||433
|-
| 3||121||322||24||.||50||27||5||25||17||||294||443
|-
| 2||101||217||14||.||38||17||10||20||13||1||205||318
|-
| 1||85||166||7||.||24||17||3||12||20||1||167||251
|-
| Total||539||1338||89||1||209||97||28||109||75||6||1263||1877
|-
| Mean||3.15||3.30||3.49||.||3.26||2.98||3.00||3.33||2.81||3.50||3.28||3.25
|-
| rowspan="7"|German Language||5||464||510||39||2||48||18||1||44||13||1||808||974
|-
| 4||533||530||25||4||72||14||10||46||20||1||871||1063
|-
| 3||600||516||29||3||67||15||9||37||24||3||929||1116
|-
| 2||530||499||30||3||62||11||16||39||19||6||843||1029
|-
| 1||415||298||20||7||44||30||24||24||30||5||529||713
|-
| Total||2542||2353||143||19||293||88||60||190||106||16||3980||4895
|-
| Mean||3.04||3.19||3.23||2.53||3.06||2.76||2.13||3.25||2.69||2.19||3.15||3.11
|-
| rowspan="7"|Government Politics Comp||5||1256||784||60||2||281||28||29||78||62||8||1492||2040
|-
| 4||1461||1057||92||11||340||47||50||106||77||11||1784||2518
|-
| 3||1488||1390||104||17||344||90||61||134||103||23||2002||2878
|-
| 2||1481||1456||85||10||322||156||81||148||127||17||1991||2937
|-
| 1||1072||1382||106||22||262||262||134||114||147||24||1383||2454
|-
| Total||6758||6069||447||62||1549||583||355||580||516||83||8652||12827
|-
| Mean||3.05||2.74||2.81||2.37||3.04||2.01||2.32||2.80||2.57||2.54||3.00||2.90
|-
| rowspan="7"|Government Politics US||5||5392||4272||267||18||1341||127||138||359||186||25||7203||9664
|-
| 4||16375||13992||829||100||3901||580||624||1113||825||131||22264||30367
|-
| 3||21584||21509||1101||179||5304||1464||1385||1518||1544||242||30356||43093
|-
| 2||22468||28942||1483||279||6275||3227||3145||1925||2815||401||31860||51410
|-
| 1||9325||16487||757||160||2885||4032||3439||972||3194||304||10069||25812
|-
| Total||75144||85202||4437||736||19706||9430||8731||5887||8564||1103||101752||160346
|-
| Mean||2.81||2.54||2.63||2.37||2.72||1.89||1.96||2.65||2.07||2.25||2.85||2.67
|-
| rowspan="7"|Human Geography||5||1765||1310||72||10||446||69||44||122||96||17||2199||3075
|-
| 4||2538||2491||145||16||639||184||89||187||228||22||3519||5029
|-
| 3||2929||3260||169||21||676||323||170||252||411||63||4104||6189
|-
| 2||2019||2627||140||24||448||386||210||176||350||60||2852||4646
|-
| 1||3614||5834||329||44||710||1843||645||385||949||196||4347||9448
|-
| Total||12865||15522||855||115||2919||2805||1158||1122||2034||358||17021||28387
|-
| Mean||2.75||2.41||2.40||2.34||2.88||1.66||1.86||2.54||2.10||1.89||2.79||2.56
|-
| rowspan="7"|Italian Language||5||73||122||6||.||5||2||4||11||32||2||131||195
|-
| 4||61||127||8||.||2||2||9||8||41||1||117||188
|-
| 3||127||258||11||.||23||3||13||13||63||7||252||385
|-
| 2||114||214||12||.||16||5||7||12||41||5||230||328
|-
| 1||172||287||19||.||18||9||11||14||27||9||352||459
|-
| Total||547||1008||56||2||64||21||44||58||204||24||1082||1555
|-
| Mean||2.54||2.59||2.46||.||2.38||2.19||2.73||2.83||3.05||2.25||2.49||2.57
|-
| rowspan="7"|Japanese Lang & Culture||5||210||226||18||.||351||1||||30||1||.||34||436
|-
| 4||63||66||6||.||79||1||1||5||2||.||34||129
|-
| 3||131||171||15||.||172||9||4||13||4||.||85||302
|-
| 2||68||79||4||.||67||7||1||13||1||.||54||147
|-
| 1||163||151||13||.||116||9||7||18||12||.||136||314
|-
| Total||635||693||56||1||785||27||13||79||20||4||343||1328
|-
| Mean||3.14||3.20||3.21||.||3.61||2.19||1.92||3.20||1.95||.||2.35||3.17
|-
| rowspan="7"|Latin Literature||5||239||265||18||1||92||10||3||22||7||2||349||504
|-
| 4||243||302||18||||83||17||3||27||3||1||393||545
|-
| 3||450||503||31||2||117||27||12||41||10||1||712||953
|-
| 2||276||332||23||3||60||21||11||22||7||.||461||608
|-
| 1||553||585||35||7||134||42||17||46||41||5||811||1138
|-
| Total||1761||1987||125||13||486||117||46||158||68||9||2726||3748
|-
| Mean||2.62||2.66||2.69||1.85||2.87||2.42||2.22||2.73||1.94||2.44||2.64||2.64
|-
| rowspan="7"|Latin Vergil||5||489||436||32||.||136||16||6||48||11||1||675||925
|-
| 4||512||393||36||4||109||15||6||42||12||4||677||905
|-
| 3||646||582||34||6||137||28||12||49||21||5||936||1228
|-
| 2||475||453||26||5||77||28||16||34||23||3||716||928
|-
| 1||449||471||40||8||66||32||26||28||22||1||697||920
|-
| Total||2571||2335||168||23||525||119||66||201||89||14||3701||4906
|-
| Mean||3.05||2.94||2.96||2.26||3.33||2.62||2.24||3.24||2.63||3.07||2.98||3.00
|-
| rowspan="7"|Music Theory||5||1359||779||73||5||334||32||21||57||38||8||1570||2138
|-
| 4||1277||946||72||10||299||52||35||64||40||12||1639||2223
|-
| 3||1880||1482||86||20||380||102||67||104||126||32||2445||3362
|-
| 2||1886||1596||119||18||362||224||109||127||153||41||2329||3482
|-
| 1||1011||777||64||15||146||249||82||62||165||30||975||1788
|-
| Total||7413||5580||414||68||1521||659||314||414||522||123||8958||12993
|-
| Mean||3.01||2.88||2.93||2.59||3.21||2.08||2.38||2.82||2.30||2.41||3.06||2.96
|-
| rowspan="7"|Physics B||5||6142||1856||203||20||2031||54||69||288||137||28||5168||7998
|-
| 4||6279||2507||235||27||1750||133||128||276||194||35||6008||8786
|-
| 3||9545||4884||406||42||2664||310||364||510||396||60||9677||14429
|-
| 2||6085||3896||257||43||1755||414||384||315||403||63||6347||9981
|-
| 1||6148||5293||340||74||1810||1137||1112||431||882||89||5566||11441
|-
| Total||34199||18436||1441||206||10010||2048||2057||1820||2012||275||32766||52635
|-
| Mean||3.01||2.55||2.79||2.40||3.04||1.81||1.86||2.82||2.16||2.45||2.97||2.85
|-
| rowspan="7"|Physics C Elec & Magnet||5||2971||616||97||7||1107||28||23||120||59||5||2141||3587
|-
| 4||2143||622||70||13||755||40||31||101||59||9||1687||2765
|-
| 3||987||332||28||3||351||32||29||37||22||6||811||1319
|-
| 2||1339||503||61||5||425||47||34||56||48||8||1158||1842
|-
| 1||918||357||39||3||306||40||40||47||64||5||731||1275
|-
| Total||8358||2430||295||31||2944||187||157||361||252||33||6528||10788
|-
| Mean||3.59||3.26||3.42||3.52||3.66||2.83||2.76||3.53||3.00||3.03||3.51||3.51
|-
| rowspan="7"|Physics C Mechanics||5||5252||1252||166||16||1894||45||52||207||107||18||3999||6504
|-
| 4||4847||1634||188||12||1490||74||76||218||138||26||4259||6481
|-
| 3||3789||1381||137||26||1034||106||102||157||134||19||3455||5170
|-
| 2||2478||1163||93||24||703||119||97||108||144||23||2330||3641
|-
| 1||2328||1430||109||20||771||270||230||136||226||25||1971||3758
|-
| Total||18694||6860||693||98||5892||614||557||826||749||111||16014||25554
|-
| Mean||3.44||3.02||3.30||2.80||3.51||2.19||2.32||3.31||2.67||2.90||3.37||3.33
|-
| rowspan="7"|Psychology||5||7439||13750||589||59||3260||384||233||783||575||101||15205||21189
|-
| 4||10963||18770||844||125||3776||1064||545||1127||1110||184||20958||29733
|-
| 3||8488||14926||656||117||2645||1212||597||847||1008||183||16149||23414
|-
| 2||5378||10244||466||77||1664||1196||548||568||839||138||10126||15622
|-
| 1||7682||15958||818||124||2521||3665||1469||945||2098||283||11717||23640
|-
| Total||39950||73648||3373||502||13866||7521||3392||4270||5630||889||74155||113598
|-
| Mean||3.13||3.06||2.98||2.84||3.26||2.11||2.27||3.06||2.51||2.64||3.24||3.08
|-
| rowspan="7"|Spanish Language||5||6585||13170||529||6||809||91||7237||416||6845||356||3466||19755
|-
| 4||8649||16516||790||22||1334||228||8890||543||6575||461||6322||25165
|-
| 3||6886||12473||598||32||1211||314||6239||468||4108||331||6058||19359
|-
| 2||6435||11365||580||43||1327||458||4785||483||3121||303||6700||17800
|-
| 1||7121||10879||642||56||1388||1210||3488||549||2397||274||7996||18000
|-
| Total||35676||64403||3139||159||6069||2301||30639||2459||23046||1725||30542||100079
|-
| Mean||3.03||3.15||2.99||2.24||2.81||1.93||3.38||2.92||3.54||3.19||2.69||3.11
|-
| rowspan="7"|Spanish Literature||5||452||1057||47||1||78||9||413||40||536||17||368||1509
|-
| 4||946||2324||104||1||148||24||1283||65||1024||41||580||3270
|-
| 3||1309||2812||95||1||111||30||1929||69||1355||48||483||4121
|-
| 2||742||1520||57||2||48||17||1114||28||751||32||213||2262
|-
| 1||1415||2173||149||3||49||56||1676||53||1177||84||341||3588
|-
| Total||4864||9886||452||8||434||136||6415||255||4843||222||1985||14750
|-
| Mean||2.65||2.86||2.65||2.38||3.36||2.36||2.63||3.04||2.79||2.44||3.21||2.79
|-
| rowspan="7"|Statistics||5||7099||4232||264||16||2675||92||98||342||152||31||7661||11331
|-
| 4||11470||9124||505||65||3697||335||265||583||445||67||14632||20594
|-
| 3||11984||12499||606||95||3668||645||520||751||697||97||17404||24483
|-
| 2||7526||9005||501||74||2228||748||543||529||640||100||11168||16531
|-
| 1||9864||13479||741||123||3142||2776||1516||833||1518||239||12455||23343
|-
| Total||47943||48339||2617||373||15410||4596||2942||3038||3452||534||63320||96282
|-
| Mean||2.97||2.62||2.64||2.40||3.03||1.74||1.94||2.69||2.15||2.16||2.90||2.79
|-
| rowspan="7"|Studio Art 2-D Design||5||471||959||41||8||172||41||30||57||66||11||1004||1430
|-
| 4||755||2012||110||10||275||95||82||104||149||16||1926||2767
|-
| 3||1267||3258||156||28||390||198||177||164||236||38||3138||4525
|-
| 2||1037||2526||146||32||271||215||164||154||208||37||2336||3563
|-
| 1||261||440||23||4||36||84||63||28||64||16||383||701
|-
| Total||3791||9195||476||82||1144||633||516||507||723||118||8787||12986
|-
| Mean||3.04||3.06||3.00||2.83||3.24||2.67||2.71||3.02||2.92||2.74||3.09||3.05
|-
| rowspan="7"|Studio Art 3-D Design||5||93||123||6||||14||7||9||3||10||2||165||216
|-
| 4||124||191||13||2||27||18||17||11||24||1||202||315
|-
| 3||304||615||37||7||69||34||44||50||58||3||617||919
|-
| 2||223||437||25||6||51||41||41||33||42||6||415||660
|-
| 1||68||103||1||1||18||22||14||10||15||||90||171
|-
| Total||812||1469||82||16||179||122||125||107||149||12||1489||2281
|-
| Mean||2.94||2.86||2.98||2.63||2.82||2.57||2.73||2.66||2.81||2.92||2.96||2.89
|-
| rowspan="7"|Studio Art Drawing||5||424||1184||57||4||312||55||38||57||80||10||995||1608
|-
| 4||614||1762||73||10||350||87||94||84||128||21||1529||2376
|-
| 3||1407||3490||162||22||589||214||220||210||287||37||3156||4897
|-
| 2||1049||2362||144||23||315||257||234||150||201||31||2056||3411
|-
| 1||348||436||36||7||52||157||72||32||69||12||347||784
|-
| Total||3842||9234||472||66||1618||770||658||533||765||111||8083||13076
|-
| Mean||2.93||3.10||2.94||2.71||3.34||2.51||2.68||2.97||2.93||2.87||3.10||3.05
|-
| rowspan="7"|US History||5||19202||17597||1057||80||6010||611||524||1529||871||134||25983||36799
|-
| 4||32938||32925||1773||243||8289||1704||1493||2647||1752||315||47647||65863
|-
| 3||34953||38735||1968||339||7943||2938||2524||2697||2539||393||52347||73688
|-
| 2||37502||49139||2430||545||8607||5536||5110||3099||4078||650||56586||86641
|-
| 1||25869||42321||2118||540||6089||10268||8330||2446||6283||844||31272||68190
|-
| Total||150464||180717||9346||1747||36938||21057||17981||12418||15523||2336||213835||331181
|-
| Mean||2.88||2.64||2.70||2.30||2.99||1.90||1.93||2.82||2.15||2.25||2.91||2.75
|-
| rowspan="7"|World History||5||6296||4926||260||31||1921||244||168||526||299||51||7722||11222
|-
| 4||8766||8188||402||70||2570||591||451||726||577||84||11483||16954
|-
| 3||12593||13777||696||130||3841||1357||1067||1079||1301||215||16684||26370
|-
| 2||10102||14503||690||131||3166||1990||1754||1058||1714||249||13853||24605
|-
| 1||7472||14396||743||128||1951||3754||2939||807||2727||344||8475||21868
|-
| Total||45229||55790||2791||490||13449||7936||6379||4196||6618||943||58217||101019
|-
| Mean||2.92||2.55||2.55||2.48||2.95||1.94||1.93||2.79||2.09||2.20||2.93||2.71
|-
| rowspan="6"|Number of Students at Each Grade Level||9/10||101538||124905||5760||935||30886||14085||17858||9133||15675||1879||130232||226443
|-
| 11||232003||309833||12672||2918||60620||34079||36140||19844||32393||4088||339082||541836
|-
| 12||263655||340942||13422||2986||66847||40389||31527||19353||32595||4974||392504||604597
|-
| <9||1198||1941||45||2||61||16||2041||44||762||5||163||3139
|-
| Not HS||25269||30885||9347||243||4091||4005||3941||1894||3949||496||28188||56154
|-
| Total||623663||808506||41246||7084||162505||92574||91507||50268||85374||11442||890169||1432169
|}
</center>

===2007 USA AP Exam Score Distribution (Log Transformation)===

The table below is a transformation of the 2007 USA AP Exam Score Distribution table above. The style of the table was reformatted and the data was changed by adding 1 to the numbers and then taking a logarithm of result (<math>log_{10}(data+1)</math>). Also, the missing data present in the previous table have been substituted with zeroes.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| '''Examination_Grade'''||'''Discipline'''||'''Sex'''||'''Not_Stated'''||'''American_Indian'''||'''Asian'''||'''Black'''||'''Mexican_American'''||'''Other'''||'''Other_Hispanic'''||'''Puerto_Rican'''||'''White'''||'''Total'''
|-
| 5||Art_History||Male||1.44715803||0||2.12057393||0.77815125||1.30103||1.54406804||1.43136376||0.77815125||2.68484536||2.86391738
|-
| 4||Art_History||Male||1.68124124||0.77815125||2.39093511||1.36172784||1.75587486||1.88081359||1.93951925||0.84509804||2.92220628||3.13924922
|-
| 3||Art_History||Male||1.86332286||0.95424251||2.42813479||1.60205999||1.90848502||1.96378783||2.07554696||1||2.96894968||3.20817253
|-
| 2||Art_History||Male||1.56820172||0.47712125||2.32014629||1.70757018||1.8920946||1.71600334||2.05690485||1.14612804||2.77232171||3.0576661
|-
| 1||Art_History||Male||1.86923172||0.69897||2.30535137||1.95904139||2.12385164||1.73239376||2.18469143||1.25527251||2.75966784||3.11293998
|-
| 5||Biology||Male||2.57170883||1.41497335||3.54924856||2.21484385||2.29225607||2.76715587||2.48429984||1.73239376||3.92329584||4.13411333
|-
| 4||Biology||Male||2.5797836||1.69897||3.42520805||2.49136169||2.44090908||2.7458552||2.5728716||1.76342799||3.92262167||4.11484441
|-
| 3||Biology||Male||2.55870857||1.8260748||3.33865567||2.61384182||2.61172331||2.69983773||2.63548375||1.93449845||3.91787296||4.10441882
|-
| 2||Biology||Male||2.61172331||1.88649073||3.2929203||2.82151353||2.83186977||2.67209786||2.76492298||2.06445799||3.8668188||4.09025805
|-
| 1||Biology||Male||2.46686762||1.73239376||3.03862016||3.01494035||2.8585372||2.48713838||2.78887512||1.91907809||3.4998245||3.86658268
|-
| 5||Calculus_AB||Male||2.77887447||1.8260748||3.65176245||2.45024911||2.62324929||2.84385542||2.74741181||1.89762709||4.25968942||4.40426911
|-
| 4||Calculus_AB||Male||2.71011737||1.81291336||3.50528567||2.63748973||2.66370093||2.76566855||2.71850169||1.86332286||4.16289284||4.309545
|-
| 3||Calculus_AB||Male||2.71432976||1.8920946||3.45438747||2.72672721||2.85308953||2.75739603||2.80821097||1.97312785||4.13174695||4.29079118
|-
| 2||Calculus_AB||Male||2.58433122||1.90848502||3.35372394||2.74818803||2.86332286||2.68124124||2.77670118||1.88649073||4.01389006||4.18991121
|-
| 1||Calculus_AB||Male||2.84941941||2.17026172||3.50365452||3.29380436||3.30578115||2.83058867||3.14860265||2.30319606||4.14363924||4.38437134
|-
| 5||Calculus_BC||Male||2.63144377||1.60205999||3.69019608||2.17318627||2.32633586||2.75511227||2.52113808||1.76342799||4.03454825||4.24323654
|-
| 4||Calculus_BC||Male||2.18469143||1.30103||3.18723862||2.06069784||2.06069784||2.38560627||2.26245109||1.39794001||3.61023418||3.81029974
|-
| 3||Calculus_BC||Male||2.22530928||1.23044892||3.18695634||2.18469143||2.30535137||2.35024802||2.29885308||1.32221929||3.59516541||3.80962704
|-
| 2||Calculus_BC||Male||1.75587486||1.11394335||2.67851838||1.81291336||1.93951925||1.80617997||1.8260748||1||3.10037055||3.32056168
|-
| 1||Calculus_BC||Male||2.06818586||1.20411998||3.00603795||2.30963017||2.35410844||2.19589965||2.30749604||1.32221929||3.38614211||3.64177147
|-
| 5||Chemistry||Male||2.34830486||1.20411998||3.42028588||1.98677173||1.85125835||2.52504481||2.13672057||1.32221929||3.74562122||3.95861166
|-
| 4||Chemistry||Male||2.43933269||1.41497335||3.35063561||2.22010809||2.15836249||2.51982799||2.29446623||1.54406804||3.79330135||3.98322021
|-
| 3||Chemistry||Male||2.45484486||1.73239376||3.34183006||2.42813479||2.39967372||2.62117628||2.47275645||1.72427587||3.89036512||4.06385855
|-
| 2||Chemistry||Male||2.34242268||1.65321251||3.16465022||2.42975228||2.40483372||2.4440448||2.42813479||1.71600334||3.76110054||3.93490226
|-
| 1||Chemistry||Male||2.49554434||1.83884909||3.20139712||2.95808585||2.89652622||2.60852603||2.78746047||1.91381385||3.76260355||4.02325246
|-
| 5||Chinese_Lang._&_Cultures||Male||1.66275783||0||2.89762709||0||0||0.95424251||0||0||1.11394335||2.93196611
|-
| 4||Chinese_Lang._&_Cultures||Male||0.69897||0||2.11058971||0||0||0.60205999||0||0||1.04139269||2.16435286
|-
| 3||Chinese_Lang._&_Cultures||Male||0.69897||0||1.66275783||0||0||0.47712125||0||0||1.11394335||1.81954394
|-
| 2||Chinese_Lang._&_Cultures||Male||0.30103||0||0.90308999||0||0||0.47712125||0||0||0.60205999||1.17609126
|-
| 1||Chinese_Lang._&_Cultures||Male||0||0||0.95424251||0||0||0.30103||0||0||0.90308999||1.25527251
|-
| 5||Computer_Science_A||Male||1.65321251||0.69897||2.74973632||1.36172784||1.36172784||1.94939001||1.65321251||1.11394335||3.20139712||3.37785242
|-
| 4||Computer_Science_A||Male||1.87506126||0.84509804||2.77451697||1.68124124||1.74036269||2.0374265||1.88649073||1.14612804||3.26458173||3.44886085
|-
| 3||Computer_Science_A||Male||1.62324929||1.11394335||2.55870857||1.53147892||1.62324929||1.79934055||1.69019608||1||3.04921802||3.23729234
|-
| 2||Computer_Science_A||Male||1.36172784||0.77815125||2.32428246||1.50514998||1.44715803||1.66275783||1.62324929||1||2.86332286||3.04921802
|-
| 1||Computer_Science_A||Male||2.01703334||1.30103||2.87448182||2.48429984||2.25527251||2.20682588||2.35218252||1.462398||3.31365635||3.58251788
|-
| 5||Computer_Science_AB||Male||1.47712125||0.47712125||2.57054294||1.14612804||1.07918125||1.72427587||1.17609126||0.84509804||2.97127585||3.15654915
|-
| 4||Computer_Science_AB||Male||1||0.47712125||2.30103||0.95424251||1.17609126||1.43136376||1.04139269||0.60205999||2.74896286||2.92012333
|-
| 3||Computer_Science_AB||Male||1.462398||0.30103||2.30103||1.07918125||1||1.5797836||1.2787536||0.47712125||2.68394713||2.89652622
|-
| 2||Computer_Science_AB||Male||1.17609126||0.47712125||2.0374265||1||0.47712125||1.17609126||1.07918125||0.30103||2.38201704||2.60422605
|-
| 1||Computer_Science_AB||Male||1.41497335||0.77815125||2.25285303||1.41497335||1.44715803||1.53147892||1.462398||0.60205999||2.69635639||2.91434316
|-
| 5||Economics_Macro||Male||2.12057393||1.04139269||3.0374265||1.66275783||1.89762709||2.26481782||2.1430148||1.11394335||3.52530401||3.70225816
|-
| 4||Economics_Macro||Male||2.36548798||1.462398||3.19284612||2.14921911||2.24054925||2.46686762||2.50105926||1.51851394||3.74849813||3.92293296
|-
| 3||Economics_Macro||Male||2.13353891||1.32221929||2.92941893||2.161368||2.32633586||2.2764618||2.39269695||1.2787536||3.53453376||3.71891669
|-
| 2||Economics_Macro||Male||2.21748394||1.2787536||2.920645||2.28103337||2.4345689||2.2787536||2.42160393||1.54406804||3.50324577||3.71155417
|-
| 1||Economics_Macro||Male||2.38021124||1.63346846||2.97358962||2.79448805||2.87794695||2.40483372||2.84571802||1.92941893||3.5537617||3.85811593
|-
| 5||Economics_Micro||Male||2.0374265||1||2.91487182||1.47712125||1.60205999||2.17026172||1.79239169||0.90308999||3.39392601||3.56796691
|-
| 4||Economics_Micro||Male||2.20951501||1.23044892||3.03582983||1.97312785||2.04532298||2.33041377||2.23299611||1.32221929||3.593729||3.76282855
|-
| 3||Economics_Micro||Male||2.10380372||1.07918125||2.80550086||2.04532298||2.04921802||2.14921911||2.21748394||1.39794001||3.4295908||3.60346916
|-
| 2||Economics_Micro||Male||1.92427929||1||2.60530505||2.06445799||2.04921802||1.96848295||2.00860017||1.20411998||3.23729234||3.42406453
|-
| 1||Economics_Micro||Male||2.08278537||0.95424251||2.64147411||2.5563025||2.45636603||2.10037055||2.45331834||1.78532984||3.22634209||3.52646851
|-
| 5||English_Lang._&_Composition||Male||2.48429984||1.41497335||3.19368103||2.16731733||2.12057393||2.61384182||2.36921586||1.5563025||3.86445175||4.00706466
|-
| 4||English_Lang._&_Composition||Male||2.75511227||1.92941893||3.40823997||2.63144377||2.68752896||2.86981821||2.77158748||1.89762709||4.15103258||4.29426777
|-
| 3||English_Lang._&_Composition||Male||2.94890176||2.22010809||3.57875378||3.07736791||3.14144977||3.06707086||3.11660774||2.33645973||4.33998777||4.50497351
|-
| 2||English_Lang._&_Composition||Male||2.99913054||2.38201704||3.52244423||3.35179631||3.43996394||3.02366392||3.31344537||2.4456042||4.21714164||4.46898206
|-
| 1||English_Lang._&_Composition||Male||2.63447727||2.06069784||2.95951838||3.29136885||3.28668097||2.56937391||3.13672057||2.161368||3.6349808||4.06224344
|-
| 5||English_Lit._&_Composition||Male||2.32633586||1.11394335||2.91698005||1.77815125||1.8573325||2.43933269||2.03342376||1.2787536||3.69072754||3.81177602
|-
| 4||English_Lit._&_Composition||Male||2.80071708||1.93951925||3.41128291||2.57170883||2.54900326||2.85064624||2.72427587||1.96848295||4.20539385||4.33031229
|-
| 3||English_Lit._&_Composition||Male||3.0277572||2.22530928||3.58069694||3.07591176||3.04727487||3.05307844||3.10414555||2.3783979||4.40913816||4.55185239
|-
| 2||English_Lit._&_Composition||Male||3.01029996||2.34044411||3.55047296||3.40500467||3.35812529||3.03181227||3.27207379||2.48429984||4.28418249||4.50650503
|-
| 1||English_Lit._&_Composition||Male||2.59988307||1.99122608||3.00817418||3.3533391||3.10105935||2.54282543||3.03382569||2.13353891||3.57100967||4.01346923
|-
| 5||Environmental_Science||Male||2||0.90308999||2.68484536||1.5563025||1.67209786||2.06069784||1.8920946||1.17609126||3.3872118||3.5203525
|-
| 4||Environmental_Science||Male||2.28330123||1.20411998||2.86451108||2.08635983||2.15228834||2.34439227||2.35602586||1.53147892||3.65021035||3.78866321
|-
| 3||Environmental_Science||Male||2.12385164||1.2787536||2.70757018||2.17609126||2.06818586||2.2380461||2.2787536||1.36172784||3.47099817||3.62991904
|-
| 2||Environmental_Science||Male||2.15228834||1.2787536||2.62324929||2.24054925||2.13672057||2.15533604||2.32428246||1.41497335||3.38363587||3.56620172
|-
| 1||Environmental_Science||Male||2.34439227||1.5563025||2.78103694||2.8162413||2.56110138||2.33243846||2.69548168||1.77815125||3.45055701||3.73759017
|-
| 5||European_History||Male||2.23044892||1.11394335||2.92634245||1.71600334||1.80617997||2.3283796||2.161368||1.34242268||3.61479179||3.75081684
|-
| 4||European_History||Male||2.43775056||1.5797836||3.09061071||2.08635983||2.13353891||2.5575072||2.39619935||1.5797836||3.82380015||3.95937534
|-
| 3||European_History||Male||2.66838592||1.87506126||3.2828486||2.56584782||2.62736586||2.77085201||2.66931688||1.91381385||4.07025958||4.20784971
|-
| 2||European_History||Male||2.18184359||1.41497335||2.73399929||2.19865709||2.2380461||2.24551267||2.26481782||1.47712125||3.50906805||3.66857227
|-
| 1||European_History||Male||2.47712125||1.69019608||2.97680834||2.78461729||2.77524626||2.50105926||2.72754126||1.96378783||3.7243578||3.94141204
|-
| 5||French:_Language||Male||1.53147892||0.30103||1.83250891||1.73239376||0.90308999||1.70757018||1.30103||0.30103||2.67302091||2.84633711
|-
| 4||French:_Language||Male||1.43136376||0.47712125||2.00432137||1.88649073||1.32221929||1.79934055||1.38021124||0.47712125||2.75891189||2.94694327
|-
| 3||French:_Language||Male||1.78532984||0.60205999||2.40993312||2.06445799||1.79934055||1.97772361||1.88081359||0.47712125||3.05842602||3.25791845
|-
| 2||French:_Language||Male||1.74036269||0.90308999||2.18752072||1.78532984||1.75587486||1.66275783||1.72427587||0.30103||2.86569606||3.06520613
|-
| 1||French:_Language||Male||1.69019608||0.77815125||2.20139712||1.95424251||1.97312785||1.70757018||2||0.95424251||2.86746749||3.10957855
|-
| 5||French:_Literature||Male||0.84509804||0||1.20411998||0.69897||0.69897||0.84509804||0.77815125||0||1.8920946||2.07554696
|-
| 4||French:_Literature||Male||0.77815125||0||1.04139269||0.84509804||0.47712125||1||0.69897||0||1.8920946||2.06069784
|-
| 3||French:_Literature||Male||1.07918125||0||1.11394335||0.84509804||0.47712125||0.77815125||1||0||1.88081359||2.08635983
|-
| 2||French:_Literature||Male||0.90308999||0||1.14612804||1||0.77815125||0.69897||0.60205999||0||1.77815125||2.00860017
|-
| 1||French:_Literature||Male||0.30103||0||0.84509804||0.90308999||0.30103||0.95424251||1||0||1.73239376||1.93449845
|-
| 5||German:_Language||Male||1.2787536||0.30103||1.36172784||0.84509804||0.30103||1.39794001||0.90308999||0.30103||2.58546073||2.66745295
|-
| 4||German:_Language||Male||1.07918125||0.47712125||1.62324929||0.77815125||0.90308999||1.36172784||0.90308999||0||2.64246452||2.72754126
|-
| 3||German:_Language||Male||1.2787536||0.47712125||1.5563025||0.69897||0.77815125||1.34242268||1||0||2.70500796||2.77887447
|-
| 2||German:_Language||Male||1.17609126||0.47712125||1.54406804||0.84509804||0.69897||1.23044892||1.07918125||0.69897||2.64345268||2.72509452
|-
| 1||German:_Language||Male||1.07918125||0.84509804||1.49136169||1.11394335||1.17609126||1.14612804||1.20411998||0.60205999||2.49415459||2.61909333
|-
| 5||Government_Politics_Comp.||Male||1.62324929||0.47712125||2.22010809||1.25527251||1.30103||1.72427587||1.5797836||0.69897||2.96378783||3.09933528
|-
| 4||Government_Politics_Comp.||Male||1.73239376||0.84509804||2.24551267||1.38021124||1.47712125||1.81291336||1.65321251||0.90308999||3.02571538||3.16494737
|-
| 3||Government_Politics_Comp.||Male||1.73239376||0.90308999||2.23044892||1.59106461||1.56820172||1.86923172||1.67209786||1.14612804||3.02284061||3.1728947
|-
| 2||Government_Politics_Comp.||Male||1.69019608||0.77815125||2.2121876||1.78532984||1.56820172||1.77815125||1.74818803||1||3.02036128||3.1708482
|-
| 1||Government_Politics_Comp.||Male||1.69019608||1||2.08635983||1.98227123||1.77085201||1.65321251||1.69897||1.04139269||2.80550086||3.03059972
|-
| 5||Government_Politics_U.S.||Male||2.19589965||1.11394335||2.84509804||1.81954394||1.91381385||2.29666519||1.91907809||1.23044892||3.61119206||3.73183042
|-
| 4||Government_Politics_U.S.||Male||2.6794279||1.77085201||3.30685375||2.38381537||2.53275438||2.76641285||2.67577834||1.86332286||4.08300067||4.21420783
|-
| 3||Government_Politics_U.S.||Male||2.76342799||1.94939001||3.42308196||2.79934055||2.86033801||2.83884909||2.89153746||2.04921802||4.18579705||4.33415205
|-
| 2||Government_Politics_U.S.||Male||2.84571802||2.1172713||3.46254773||3.08098705||3.14519641||2.89320675||3.08421869||2.19589965||4.14578667||4.35158374
|-
| 1||Government_Politics_U.S.||Male||2.49692965||1.75587486||3.06632593||3.11193428||3.10071509||2.53655844||3.04883009||2.05690485||3.56419246||3.96969541
|-
| 5||Human_Geography||Male||1.65321251||0.95424251||2.42813479||1.44715803||1.39794001||1.85125835||1.74818803||1||3.10105935||3.2469907
|-
| 4||Human_Geography||Male||1.88649073||0.95424251||2.49276039||1.86332286||1.72427587||1.97772361||2.09691001||1.14612804||3.25285303||3.4046627
|-
| 3||Human_Geography||Male||1.94939001||1.04139269||2.49831055||2.14612804||1.94939001||2.05690485||2.29885308||1.41497335||3.29114676||3.46686762
|-
| 2||Human_Geography||Male||1.83884909||0.90308999||2.31597035||2.20411998||1.99563519||1.80617997||2.1903317||1.51851394||3.09096308||3.30535137
|-
| 1||Human_Geography||Male||2.13353891||1.30103||2.47129171||2.84260924||2.39445168||2.1271048||2.57634135||1.85125835||3.2161659||3.5581083
|-
| 5||Italian_Language||Male||0.60205999||0||0.30103||0.30103||0.30103||0.84509804||0.84509804||0||1.73239376||1.86923172
|-
| 4||Italian_Language||Male||0.60205999||0||0.30103||0||0.47712125||0.77815125||1.07918125||0||1.60205999||1.79239169
|-
| 3||Italian_Language||Male||0.69897||0||0.90308999||0.30103||0.77815125||0.69897||1.14612804||0.47712125||1.96378783||2.10720997
|-
| 2||Italian_Language||Male||0.30103||0||0.95424251||0.47712125||0.30103||0.69897||1.11394335||0.60205999||1.92427929||2.06069784
|-
| 1||Italian_Language||Male||0.60205999||0||0.90308999||0.60205999||0.60205999||0.77815125||1.14612804||0.47712125||2.13672057||2.2380461
|-
| 5||Japanese_Lang._&_Culture||Male||1.11394335||0||2.22271647||0.30103||0||1.20411998||0.30103||0||1.20411998||2.32428246
|-
| 4||Japanese_Lang._&_Culture||Male||0.69897||0||1.5563025||0.30103||0||0.60205999||0.30103||0||1.30103||1.80617997
|-
| 3||Japanese_Lang._&_Culture||Male||0.90308999||0||1.8260748||0.69897||0.47712125||0.69897||0.30103||0||1.68124124||2.12057393
|-
| 2||Japanese_Lang._&_Culture||Male||0.47712125||0||1.49136169||0.60205999||0||0.84509804||0.30103||0||1.43136376||1.83884909
|-
| 1||Japanese_Lang._&_Culture||Male||1||0||1.68124124||0.84509804||0.77815125||1.07918125||0.90308999||0||1.88649073||2.21484385
|-
| 5||Latin:_Literature||Male||1.04139269||0||1.68124124||0.30103||0.30103||1||0.60205999||0.30103||2.22530928||2.38021124
|-
| 4||Latin:_Literature||Male||1||0||1.53147892||0.84509804||0.47712125||1.14612804||0.30103||0||2.25527251||2.38738983
|-
| 3||Latin:_Literature||Male||1.17609126||0||1.72427587||1.14612804||0.95424251||1.2787536||0.60205999||0||2.53529412||2.65417654
|-
| 2||Latin:_Literature||Male||1||0||1.44715803||0.95424251||0.60205999||1.07918125||0.60205999||0||2.33445375||2.44247977
|-
| 1||Latin:_Literature||Male||1.30103||0.69897||1.76342799||1.30103||0.95424251||1.30103||1.17609126||0.60205999||2.61384182||2.74350976
|-
| 5||Latin:_Vergil||Male||1.07918125||0||1.85125835||0.90308999||0.69897||1.44715803||0.69897||0||2.56466606||2.69019608
|-
| 4||Latin:_Vergil||Male||1.2787536||0.60205999||1.65321251||0.84509804||0.84509804||1.38021124||0.90308999||0.47712125||2.60638137||2.71011737
|-
| 3||Latin:_Vergil||Male||1.11394335||0.47712125||1.8573325||1.20411998||0.60205999||1.34242268||1||0.30103||2.71011737||2.81090428
|-
| 2||Latin:_Vergil||Male||1.25527251||0.30103||1.60205999||0.95424251||0.90308999||1.17609126||1.11394335||0.30103||2.57634135||2.67760695
|-
| 1||Latin:_Vergil||Male||1.34242268||0.69897||1.462398||1.17609126||1.17609126||1.17609126||0.95424251||0.30103||2.5390761||2.65321251
|-
| 5||Music_Theory||Male||1.73239376||0.77815125||2.2380461||1.34242268||1.17609126||1.54406804||1.43136376||0.90308999||3.01199311||3.13353891
|-
| 4||Music_Theory||Male||1.5797836||0.95424251||2.13353891||1.56820172||1.462398||1.61278386||1.41497335||1.04139269||2.98181861||3.10653085
|-
| 3||Music_Theory||Male||1.70757018||1.11394335||2.26007139||1.80617997||1.69897||1.77815125||1.84509804||1.34242268||3.13893394||3.2743888
|-
| 2||Music_Theory||Male||1.90308999||0.90308999||2.19865709||2.04139269||1.86923172||1.72427587||1.95904139||1.41497335||3.11226977||3.2757719
|-
| 1||Music_Theory||Male||1.62324929||1.07918125||1.88649073||2.09691001||1.71600334||1.61278386||1.97312785||1.20411998||2.74896286||3.00518051
|-
| 5||Physics_B||Male||2.20139712||1.30103||3.15715444||1.66275783||1.75587486||2.35218252||2.04532298||1.36172784||3.61002102||3.78838052
|-
| 4||Physics_B||Male||2.24797327||1.32221929||3.03862016||1.96378783||2.01703334||2.26481782||2.19865709||1.47712125||3.64630568||3.79795964
|-
| 3||Physics_B||Male||2.42160393||1.462398||3.20167018||2.29885308||2.39967372||2.52374647||2.43616265||1.50514998||3.81829189||3.97982143
|-
| 2||Physics_B||Male||2.19865709||1.53147892||3.00475116||2.34044411||2.40654018||2.27415785||2.41161971||1.59106461||3.59461351||3.78433195
|-
| 1||Physics_B||Male||2.27184161||1.53147892||2.98677173||2.71349054||2.78461729||2.34635297||2.64246452||1.73239376||3.49485002||3.78880449
|-
| 5||Physics_C:_Elec._&_Magnet.||Male||1.89762709||0.84509804||2.9380191||1.38021124||1.32221929||2.03342376||1.71600334||0.60205999||3.25959388||3.47304881
|-
| 4||Physics_C:_Elec._&_Magnet.||Male||1.76342799||1||2.74896286||1.49136169||1.462398||1.83250891||1.67209786||0.95424251||3.12678058||3.33122478
|-
| 3||Physics_C:_Elec._&_Magnet.||Male||1.30103||0.47712125||2.40140054||1.47712125||1.41497335||1.41497335||1.25527251||0.69897||2.78958071||2.99475694
|-
| 2||Physics_C:_Elec._&_Magnet.||Male||1.66275783||0.69897||2.47421626||1.54406804||1.44715803||1.65321251||1.5563025||0.90308999||2.92788341||3.1271048
|-
| 1||Physics_C:_Elec._&_Magnet.||Male||1.51851394||0||2.32633586||1.47712125||1.462398||1.56820172||1.71600334||0.69897||2.72263392||2.96331551
|-
| 5||Physics_C:_Mechanics||Male||2.11058971||1.20411998||3.16106839||1.56820172||1.68124124||2.23299611||1.94939001||1.23044892||3.51917146||3.7204074
|-
| 4||Physics_C:_Mechanics||Male||2.15228834||1.04139269||3.0187005||1.73239376||1.79239169||2.1903317||2.04921802||1.30103||3.5126844||3.68556261
|-
| 3||Physics_C:_Mechanics||Male||1.99122608||1.2787536||2.8350561||1.89762709||1.89762709||2.06818586||2.0211893||1.23044892||3.41497335||3.57863921
|-
| 2||Physics_C:_Mechanics||Male||1.81291336||1.11394335||2.66181269||1.91381385||1.79239169||1.81954394||1.99563519||1.2787536||3.21005085||3.39427653
|-
| 1||Physics_C:_Mechanics||Male||1.8573325||1||2.65705585||2.1430148||2.14921911||1.95904139||2.13987909||1.32221929||3.10414555||3.36716949
|-
| 5||Psychology||Male||2.37657696||1.43136376||3.09025805||2.07188201||1.99122608||2.44870632||2.32014629||1.47712125||3.71733758||3.87157294
|-
| 4||Psychology||Male||2.51587384||1.5563025||3.18184359||2.5132176||2.30103||2.6009729||2.61489722||1.83250891||3.88553083||4.03996903
|-
| 3||Psychology||Male||2.43136376||1.66275783||3.0322157||2.56110138||2.34830486||2.47129171||2.5378191||1.77085201||3.76469906||3.92885653
|-
| 2||Psychology||Male||2.22271647||1.53147892||2.8350561||2.55870857||2.25767857||2.33243846||2.42651126||1.72427587||3.53453376||3.73070154
|-
| 1||Psychology||Male||2.50242712||1.65321251||3.00603795||3.00475116||2.64048144||2.48429984||2.79726754||1.91381385||3.58568628||3.88553083
|-
| 5||Spanish_Language||Male||2.26717173||0.60205999||2.45484486||1.43136376||3.38327665||2.14612804||3.34222523||2.06069784||3.08707121||3.81862173
|-
| 4||Spanish_Language||Male||2.43136376||0.90308999||2.6580114||1.84509804||3.49679132||2.24551267||3.34222523||2.161368||3.34163234||3.93701611
|-
| 3||Spanish_Language||Male||2.30749604||1.11394335||2.64933486||1.90848502||3.37199091||2.1931246||3.15442397||2.07554696||3.32118403||3.83803008
|-
| 2||Spanish_Language||Male||2.33243846||1.25527251||2.68574174||2.04532298||3.28103337||2.1430148||3.06370856||2.06445799||3.36021461||3.80861604
|-
| 1||Spanish_Language||Male||2.44870632||1.38021124||2.7176705||2.51188336||3.2250507||2.28103337||2.99387691||2.02938378||3.47928732||3.85260197
|-
| 5||Spanish_Literature||Male||1.36172784||0||1.36172784||0.60205999||2.11058971||1.11394335||2.161368||0.60205999||2.07554696||2.6560982
|-
| 4||Spanish_Literature||Male||1.41497335||0.30103||1.75587486||0.77815125||2.57518784||1.34242268||2.45024911||1.07918125||2.23552845||2.97634998
|-
| 3||Spanish_Literature||Male||1.32221929||0.30103||1.65321251||0.95424251||2.79795964||1.43136376||2.62221402||1.17609126||2.18184359||3.1172713
|-
| 2||Spanish_Literature||Male||1.25527251||0||1.30103||0.77815125||2.57170883||0.95424251||2.34242268||1.07918125||1.96378783||2.87098881
|-
| 1||Spanish_Literature||Male||1.81291336||0.30103||1.34242268||1.32221929||2.83947805||1.34242268||2.62736586||1.34242268||2.1903317||3.15106325
|-
| 5||Statistics||Male||2.2121876||1.07918125||3.21510858||1.71600334||1.76342799||2.35602586||2.01703334||1.34242268||3.68385721||3.85125835
|-
| 4||Statistics||Male||2.45484486||1.67209786||3.31993844||2.1931246||2.20411998||2.50242712||2.40654018||1.56820172||3.91019737||4.05960128
|-
| 3||Statistics||Male||2.49554434||1.69897||3.26834391||2.44870632||2.43616265||2.56584782||2.57403127||1.62324929||3.92613657||4.07863804
|-
| 2||Statistics||Male||2.37474835||1.56820172||3.0322157||2.50514998||2.40993312||2.38381537||2.462398||1.70757018||3.70104963||3.87662192
|-
| 1||Statistics||Male||2.55022835||1.73239376||3.16790781||3.02325246||2.79726754||2.5575072||2.78031731||2.04532298||3.71891669||3.99409709
|-
| 5||Studio_Art:_2-D_Design||Male||1.17609126||0.30103||1.67209786||1.20411998||1.23044892||1.38021124||1.51851394||0.47712125||2.50920252||2.673942
|-
| 4||Studio_Art:_2-D_Design||Male||1.5563025||0.90308999||1.90848502||1.60205999||1.53147892||1.43136376||1.62324929||0.90308999||2.68841982||2.8785218
|-
| 3||Studio_Art:_2-D_Design||Male||1.71600334||1||1.96848295||1.97772361||1.8260748||1.56820172||1.8573325||1.20411998||2.92116605||3.10311925
|-
| 2||Studio_Art:_2-D_Design||Male||1.68124124||1.14612804||1.8920946||1.97772361||1.81291336||1.53147892||1.92427929||1.17609126||2.78746047||3.01619735
|-
| 1||Studio_Art:_2-D_Design||Male||1.07918125||0.47712125||1.23044892||1.56820172||1.38021124||1.11394335||1.462398||0.77815125||2.11058971||2.41830129
|-
| 5||Studio_Art:_3-D_Design||Male||0.47712125||0||0.47712125||0.47712125||0.47712125||0.47712125||0.90308999||0||1.88649073||1.97312785
|-
| 4||Studio_Art:_3-D_Design||Male||0.84509804||0.30103||1||0.77815125||0.95424251||0.30103||1.11394335||0.30103||1.91381385||2.09691001
|-
| 3||Studio_Art:_3-D_Design||Male||1.20411998||0||1.25527251||0.95424251||1.38021124||1.20411998||1.30103||0||2.31806333||2.48429984
|-
| 2||Studio_Art:_3-D_Design||Male||1.04139269||0.47712125||1.20411998||1.17609126||1.32221929||1.11394335||1.23044892||0.47712125||2.12385164||2.35024802
|-
| 1||Studio_Art:_3-D_Design||Male||0.30103||0||1||0.77815125||1||0.90308999||0.95424251||0||1.47712125||1.83884909
|-
| 5||Studio_Art:_Drawing||Male||1.25527251||0||1.74818803||1.462398||1.20411998||1.30103||1.50514998||0.84509804||2.40483372||2.62838893
|-
| 4||Studio_Art:_Drawing||Male||1.25527251||0.69897||1.95424251||1.56820172||1.67209786||1.25527251||1.69019608||0.69897||2.54900326||2.78887512
|-
| 3||Studio_Art:_Drawing||Male||1.74036269||1||2.17609126||2.02938378||1.99563519||1.78532984||1.98677173||1.34242268||2.91115761||3.14860265
|-
| 2||Studio_Art:_Drawing||Male||1.70757018||0.95424251||2.0211893||2.06818586||2.02938378||1.60205999||1.90848502||0.95424251||2.73158877||3.0211893
|-
| 1||Studio_Art:_Drawing||Male||1.30103||0.84509804||1.462398||1.86923172||1.61278386||1.20411998||1.54406804||0.95424251||2.10037055||2.54282543
|-
| 5||US_History||Male||2.75281643||1.72427587||3.47914325||2.4456042||2.45939249||2.89320675||2.65224634||1.83250891||4.1371008||4.28336908
|-
| 4||US_History||Male||2.95085146||2.13987909||3.60390183||2.83821922||2.90091307||3.09864373||2.96047078||2.14921911||4.38210714||4.51771041
|-
| 3||US_History||Male||2.98497713||2.17026172||3.58263144||3.04766419||3.07664044||3.07261748||3.06929801||2.24054925||4.40114196||4.54349688
|-
| 2||US_History||Male||3.03901732||2.35218252||3.58500928||3.30384377||3.35602586||3.10687054||3.25139485||2.43775056||4.39315386||4.57406601
|-
| 1||US_History||Male||2.93449845||2.30103||3.39984671||3.550106||3.50704587||2.94939001||3.34004732||2.49831055||4.08461202||4.41279643
|-
| 5||World_History||Male||2.15533604||1.34242268||3.02530587||2.0211893||2.0374265||2.46389299||2.2380461||1.51851394||3.64038204||3.79913369
|-
| 4||World_History||Male||2.34635297||1.54406804||3.11025292||2.39619935||2.42813479||2.54530712||2.4578819||1.64345268||3.78031731||3.94285101
|-
| 3||World_History||Male||2.55022835||1.86332286||3.25671775||2.73078228||2.75050839||2.68033551||2.78103694||2.02530587||3.90730385||4.10016369
|-
| 2||World_History||Male||2.48144263||1.68124124||3.1271048||2.89817648||2.90579588||2.5774918||2.87448182||2.04532298||3.74710093||4.00445035
|-
| 1||World_History||Male||2.45024911||1.69019608||2.83695674||3.08707121||3.03582983||2.41497335||2.97220284||2.13672057||3.45024911||3.87349498
|-
| 5||Art_History||Female||1.77815125||0.95424251||2.34635297||1.38021124||1.43136376||1.94939001||1.59106461||0.60205999||3.00173371||3.16731733
|-
| 4||Art_History||Female||2.05690485||1||2.6294096||1.72427587||1.91907809||2.17318627||2.10720997||1.11394335||3.25430633||3.44153804
|-
| 3||Art_History||Female||2.07554696||1.25527251||2.64836001||2.01283722||2.12057393||2.18184359||2.36361198||1.462398||3.31555053||3.51706387
|-
| 2||Art_History||Female||1.94939001||1.17609126||2.48287358||1.98227123||2.16731733||2.05307844||2.25285303||1.36172784||3.1383027||3.36791474
|-
| 1||Art_History||Female||1.95424251||1.2787536||2.47567119||2.2787536||2.33445375||2||2.49136169||1.39794001||3.06557971||3.38093446
|-
| 5||Biology||Female||2.5563025||1.43136376||3.54307424||2.372912||2.08990511||2.75358306||2.40993312||1.64345268||3.91492465||4.12447162
|-
| 4||Biology||Female||2.59439255||1.71600334||3.46374372||2.69897||2.40140054||2.82477646||2.54900326||1.88081359||4.01148586||4.18932184
|-
| 3||Biology||Female||2.67486114||1.87506126||3.44326299||2.86569606||2.62013605||2.83122969||2.7466342||1.99122608||4.0611885||4.23837233
|-
| 2||Biology||Female||2.77085201||2.07188201||3.44388855||3.15472821||2.94349452||2.92168648||2.95472479||2.19865709||4.11693965||4.31741559
|-
| 1||Biology||Female||2.64933486||2||3.26221371||3.40688067||3.16256441||2.76937733||3.13097669||2.30535137||3.84029433||4.18859104
|-
| 5||Calculus_AB||Female||2.55990663||1.2787536||3.54715912||2.36548798||2.29885308||2.70415052||2.53655844||1.5797836||4.05407656||4.21864052
|-
| 4||Calculus_AB||Female||2.5865873||1.67209786||3.48855072||2.6242821||2.5301997||2.77597433||2.6294096||1.80617997||4.09916249||4.25326529
|-
| 3||Calculus_AB||Female||2.66931688||1.8920946||3.50105926||2.83378437||2.7686381||2.7930916||2.75966784||1.94448267||4.12632626||4.29305302
|-
| 2||Calculus_AB||Female||2.56466606||1.80617997||3.39585038||2.93399316||2.85551916||2.72345567||2.80277373||1.98677173||4.02661497||4.2143139
|-
| 1||Calculus_AB||Female||2.86510397||2.26951294||3.56690866||3.52750101||3.40432047||2.94841297||3.2801229||2.31386722||4.19200959||4.46338527
|-
| 5||Calculus_BC||Female||2.35793485||1.17609126||3.49789674||2||1.93449845||2.54530712||2.12057393||1.38021124||3.72607487||3.97298923
|-
| 4||Calculus_BC||Female||2.06818586||0.84509804||3.12678058||2.02530587||1.8260748||2.24054925||1.95904139||1.17609126||3.45697301||3.67870043
|-
| 3||Calculus_BC||Female||2.04139269||1||3.14705767||2.1903317||2.12385164||2.20951501||2.14612804||1.36172784||3.51627088||3.73327753
|-
| 2||Calculus_BC||Female||1.69019608||0.84509804||2.69019608||1.87506126||1.78532984||1.88081359||1.79934055||0.95424251||3.05037976||3.28891961
|-
| 1||Calculus_BC||Female||2.03342376||1.2787536||2.98091194||2.46538285||2.33845649||2.22530928||2.28330123||1.04139269||3.35160307||3.62366271
|-
| 5||Chemistry||Female||2.10380372||1.04139269||3.24104815||1.76342799||1.54406804||2.18469143||1.83884909||1.20411998||3.38542751||3.66576855
|-
| 4||Chemistry||Female||2.2380461||1.14612804||3.28126069||2.18184359||1.81291336||2.38560627||2.10380372||1.30103||3.62726342||3.84110908
|-
| 3||Chemistry||Female||2.41329976||1.51851394||3.33765889||2.48144263||2.26245109||2.60959441||2.40993312||1.66275783||3.79351101||3.99440515
|-
| 2||Chemistry||Female||2.31386722||1.51851394||3.19728056||2.62531245||2.39269695||2.50920252||2.46686762||1.69019608||3.75197157||3.94393946
|-
| 1||Chemistry||Female||2.53402611||1.88649073||3.28936595||3.19562294||2.96142109||2.73319727||2.92376196||2.09691001||3.86254877||4.13462329
|-
| 5||Chinese_Lang._&_Cultures||Female||1.51851394||0||3.02897771||0||0||1.11394335||0||0||0.69897||3.04883009
|-
| 4||Chinese_Lang._&_Cultures||Female||0.69897||0||2.13672057||0||0||0.69897||0||0||1.14612804||2.20139712
|-
| 3||Chinese_Lang._&_Cultures||Female||0.90308999||0||1.50514998||0||0||0.30103||0||0||0.90308999||1.69019608
|-
| 2||Chinese_Lang._&_Cultures||Female||0||0||0.90308999||0||0||0.30103||0||0||0.90308999||1.23044892
|-
| 1||Chinese_Lang._&_Cultures||Female||0||0||1.04139269||0||0||0||0||0||1||1.41497335
|-
| 5||Computer_Science_A||Female||0.90308999||0.47712125||2.19589965||0.60205999||0.60205999||1.17609126||0.90308999||0||2.31175386||2.59879051
|-
| 4||Computer_Science_A||Female||0.90308999||0.47712125||2.2764618||1||0.84509804||1.23044892||1.20411998||0.30103||2.39445168||2.6919651
|-
| 3||Computer_Science_A||Female||0.90308999||0||2.09691001||1.14612804||1.04139269||1.07918125||1.14612804||0.60205999||2.29003461||2.57518784
|-
| 2||Computer_Science_A||Female||0.60205999||0.30103||1.93951925||1.04139269||1.23044892||1.17609126||1||0.47712125||2.08278537||2.41830129
|-
| 1||Computer_Science_A||Female||1.62324929||0.60205999||2.46538285||2.2278867||1.8573325||1.75587486||1.94939001||0.84509804||2.62221402||3.05804623
|-
| 5||Computer_Science_AB||Female||0.69897||0||1.86923172||0.47712125||0.30103||1.07918125||0.69897||0||1.92941893||2.25527251
|-
| 4||Computer_Science_AB||Female||0.30103||0||1.69019608||0.47712125||0.60205999||0.77815125||0.69897||0||1.8260748||2.11394335
|-
| 3||Computer_Science_AB||Female||0.30103||0||1.69897||0.47712125||0.47712125||0.84509804||0.60205999||0||1.63346846||2.02530587
|-
| 2||Computer_Science_AB||Female||0.69897||0||1.32221929||0.30103||0.30103||0.47712125||0.60205999||0.30103||1.34242268||1.73239376
|-
| 1||Computer_Science_AB||Female||0.47712125||0.30103||1.67209786||0.69897||0.77815125||0.77815125||0.69897||0.30103||1.76342799||2.10037055
|-
| 5||Economics_Macro||Female||1.77085201||0.69897||2.86391738||1.38021124||1.53147892||1.98227123||1.71600334||0.95424251||3.16672606||3.39269695
|-
| 4||Economics_Macro||Female||2.15836249||0.95424251||3.05728564||2.14612804||2.1172713||2.30963017||2.2787536||1.20411998||3.51653537||3.72032472
|-
| 3||Economics_Macro||Female||2.02938378||1.11394335||2.90091307||2.23044892||2.17609126||2.18752072||2.21484385||1.43136376||3.39550112||3.60841905
|-
| 2||Economics_Macro||Female||2.13987909||1.23044892||2.89542255||2.3283796||2.4345689||2.24551267||2.42651126||1.62324929||3.44963265||3.67384998
|-
| 1||Economics_Macro||Female||2.42160393||1.62324929||3.03181227||3.0277572||2.99694925||2.52374647||3.04375513||1.97772361||3.62695595||3.96397661
|-
| 5||Economics_Micro||Female||1.65321251||0||2.64443859||1.20411998||1.04139269||1.67209786||1.25527251||0.60205999||2.91750551||3.14674801
|-
| 4||Economics_Micro||Female||2||0.69897||2.89597473||1.92941893||1.81954394||2.10720997||1.90308999||1.11394335||3.32510498||3.5276299
|-
| 3||Economics_Micro||Female||1.92427929||1||2.78175537||2.06818586||1.99563519||2.09691001||1.93449845||1.38021124||3.28981184||3.49009901
|-
| 2||Economics_Micro||Female||1.87506126||1||2.58771097||2.09342169||2.09342169||1.95904139||1.94939001||1.25527251||3.18977096||3.39058188
|-
| 1||Economics_Micro||Female||2.10720997||1.2787536||2.71096312||2.77959649||2.54530712||2.15228834||2.5276299||1.86332286||3.29181269||3.61447537
|-
| 5||English_Lang._&_Composition||Female||2.60314437||1.5797836||3.32633586||2.40993312||2.30749604||2.83947805||2.57634135||1.76342799||4.04680721||4.18398122
|-
| 4||English_Lang._&_Composition||Female||2.91115761||2.10037055||3.55606116||2.93196611||2.84757266||3.11527759||3.00130093||2.18752072||4.35495315||4.49408499
|-
| 3||English_Lang._&_Composition||Female||3.17724784||2.49415459||3.74702318||3.43901673||3.36436335||3.309843||3.38381537||2.54530712||4.57865067||4.74168724
|-
| 2||English_Lang._&_Composition||Female||3.19423675||2.62736586||3.70018433||3.75243261||3.71575272||3.31722735||3.62736586||2.72181062||4.47875402||4.73879641
|-
| 1||English_Lang._&_Composition||Female||2.78247262||2.27184161||3.0838608||3.62407573||3.47769993||2.79239169||3.41979059||2.29885308||3.78189892||4.27207379
|-
| 5||English_Lit._&_Composition||Female||2.63848926||1.44715803||3.25623653||2.31386722||2.22271647||2.77670118||2.41329976||1.74036269||4.01165501||4.14038232
|-
| 4||English_Lit._&_Composition||Female||3.04414762||2.10720997||3.61857103||3.01786772||2.84633711||3.15956719||2.98542647||2.20682588||4.47357455||4.59609104
|-
| 3||English_Lit._&_Composition||Female||3.22530928||2.48287358||3.75457766||3.47813343||3.29600667||3.30835095||3.34596154||2.60959441||4.64510773||4.78866321
|-
| 2||English_Lit._&_Composition||Female||3.19089172||2.63748973||3.70646174||3.82203725||3.60487377||3.29972515||3.56655533||2.80002936||4.50780192||4.75001442
|-
| 1||English_Lit._&_Composition||Female||2.66181269||2.19865709||3.04960561||3.66511174||3.27600199||2.70757018||3.27760921||2.34830486||3.65839303||4.18822517
|-
| 5||Environmental_Science||Female||1.89762709||0.60205999||2.53402611||1.2787536||1.38021124||1.96378783||1.67209786||0.90308999||3.22115332||3.35621713
|-
| 4||Environmental_Science||Female||2.24303805||1.34242268||2.83884909||2.10037055||2.01703334||2.38201704||2.24551267||1.462398||3.62777538||3.76335311
|-
| 3||Environmental_Science||Female||2.18752072||1.25527251||2.73719264||2.22010809||2.11058971||2.29666519||2.23044892||1.50514998||3.55930801||3.70156799
|-
| 2||Environmental_Science||Female||2.20411998||1.51851394||2.74429298||2.38738983||2.27415785||2.29003461||2.43136376||1.56820172||3.57379958||3.73415951
|-
| 1||Environmental_Science||Female||2.53275438||1.77815125||2.99607365||3.11327469||2.85125835||2.63447727||3.01114736||2.08990511||3.74350976||4.02168535
|-
| 5||European_History||Female||2.12385164||0.90308999||2.91381385||1.77085201||1.76342799||2.33041377||2.07554696||0.95424251||3.54678935||3.69319915
|-
| 4||European_History||Female||2.40654018||1.39794001||3.09725731||2.26481782||2.14921911||2.59549622||2.41664051||1.62324929||3.79705969||3.94507449
|-
| 3||European_History||Female||2.7176705||1.81954394||3.35276119||2.75815462||2.66181269||2.90579588||2.80140371||2.00432137||4.1029137||4.25715038
|-
| 2||European_History||Female||2.24054925||1.50514998||2.86391738||2.45024911||2.37474835||2.35602586||2.43616265||1.66275783||3.61129836||3.78390358
|-
| 1||European_History||Female||2.63548375||1.83884909||3.15563963||3.06220581||2.98362629||2.78675142||2.92012333||2.13672057||3.87737135||4.11932189
|-
| 5||French:_Language||Female||1.77085201||0||2.13033377||1.96378783||1.23044892||2.08278537||1.83884909||0.77815125||2.98181861||3.16166741
|-
| 4||French:_Language||Female||1.94939001||0.47712125||2.43933269||2.02938378||1.59106461||2.20139712||1.94939001||0.95424251||3.16435286||3.34674405
|-
| 3||French:_Language||Female||2.1271048||0.90308999||2.72263392||2.27415785||2.07554696||2.31175386||2.29885308||0.77815125||3.45621416||3.62716095
|-
| 2||French:_Language||Female||2.04139269||0.77815125||2.5390761||2.161368||2.10037055||2.13353891||2.14612804||0.84509804||3.29534715||3.47450764
|-
| 1||French:_Language||Female||1.93951925||0.90308999||2.48995848||2.32633586||2.37474835||2.1430148||2.32221929||1.25527251||3.23375736||3.46612587
|-
| 5||French:_Literature||Female||1.36172784||0||1.47712125||1||0.47712125||1.36172784||1||0||2.34439227||2.49831055
|-
| 4||French:_Literature||Female||1.07918125||0||1.64345268||1.25527251||0.47712125||1.20411998||0.90308999||0||2.35024802||2.50514998
|-
| 3||French:_Literature||Female||1.14612804||0||1.59106461||1.34242268||0.60205999||1.32221929||0.95424251||0||2.34242268||2.50920252
|-
| 2||French:_Literature||Female||0.90308999||0||1.41497335||0.95424251||0.77815125||1.23044892||1.04139269||0||2.16731733||2.33845649
|-
| 1||French:_Literature||Female||0.84509804||0||1.2787536||1.04139269||0.47712125||0.69897||1.07918125||0||2.06069784||2.22271647
|-
| 5||German:_Language||Female||1.34242268||0.30103||1.43136376||1.11394335||0||1.32221929||0.84509804||0||2.62838893||2.7084209
|-
| 4||German:_Language||Female||1.17609126||0.47712125||1.50514998||1||0.60205999||1.39794001||1.14612804||0.30103||2.63748973||2.72509452
|-
| 3||German:_Language||Female||1.07918125||0.30103||1.51851394||1.07918125||0.69897||1.23044892||1.20411998||0.60205999||2.62736586||2.71349054
|-
| 2||German:_Language||Female||1.23044892||0.30103||1.462398||0.77815125||1.11394335||1.38021124||0.95424251||0.47712125||2.60745502||2.69897
|-
| 1||German:_Language||Female||1||0.30103||1.17609126||1.2787536||1.04139269||1.07918125||1.20411998||0.47712125||2.34044411||2.47567119
|-
| 5||Government_Politics_Comp.||Female||1.30103||0||2.06818586||1.07918125||1.04139269||1.43136376||1.41497335||0.69897||2.75891189||2.89486966
|-
| 4||Government_Politics_Comp.||Female||1.60205999||0.77815125||2.22010809||1.39794001||1.34242268||1.63346846||1.53147892||0.69897||2.86033801||3.02448567
|-
| 3||Government_Politics_Comp.||Female||1.71600334||1.04139269||2.24551267||1.72427587||1.41497335||1.79239169||1.76342799||1.04139269||2.97772361||3.14332713
|-
| 2||Government_Politics_Comp.||Female||1.5797836||0.77815125||2.20682588||1.98677173||1.66275783||1.95424251||1.86332286||0.95424251||2.97543181||3.16345955
|-
| 1||Government_Politics_Comp.||Female||1.77085201||1.14612804||2.15228834||2.22530928||1.88649073||1.85125835||1.99563519||1.17609126||2.87273883||3.14082218
|-
| 5||Government_Politics_U.S.||Female||2.04921802||0.84509804||2.80821097||1.79934055||1.76342799||2.2121876||2.0211893||1||3.49415459||3.63073289
|-
| 4||Government_Politics_U.S.||Female||2.54777471||1.63346846||3.27323283||2.53147892||2.45484486||2.72509452||2.54777471||1.77815125||4.00689371||4.14591083
|-
| 3||Government_Politics_U.S.||Female||2.71850169||1.96378783||3.42439155||2.92220628||2.82085799||2.91907809||2.88479536||2.12057393||4.17664102||4.33264041
|-
| 2||Government_Politics_U.S.||Female||2.89431606||2.17609126||3.52840244||3.30621051||3.24303805||3.05880549||3.20493352||2.39093511||4.25219746||4.46154354
|-
| 1||Government_Politics_U.S.||Female||2.64836001||2.0211893||3.23603315||3.43775056||3.33845649||2.79934055||3.3174365||2.28330123||3.80651913||4.21716798
|-
| 5||Human_Geography||Female||1.462398||0.47712125||2.25527251||1.63346846||1.32221929||1.72427587||1.62324929||0.95424251||2.97266559||3.11760269
|-
| 4||Human_Geography||Female||1.84509804||0.95424251||2.51851394||2.05307844||1.5797836||1.97312785||2.0211893||1||3.23829707||3.39654804
|-
| 3||Human_Geography||Female||1.91381385||1.07918125||2.55990663||2.26717173||1.91907809||2.14612804||2.33041377||1.59106461||3.33264041||3.5133508
|-
| 2||Human_Geography||Female||1.86332286||1.25527251||2.38560627||2.35793485||2.05307844||2.05690485||2.29446623||1.462398||3.20978301||3.41962536
|-
| 1||Human_Geography||Female||2.29003461||1.41497335||2.61909333||3.06032003||2.6009729||2.40312052||2.75891189||2.10380372||3.43200669||3.76604086
|-
| 5||Italian_Language||Female||0.60205999||0||0.69897||0.30103||0.60205999||0.77815125||1.43136376||0.47712125||1.89762709||2.08990511
|-
| 4||Italian_Language||Female||0.77815125||0||0.30103||0.47712125||0.90308999||0.60205999||1.49136169||0.30103||1.89762709||2.10720997
|-
| 3||Italian_Language||Female||0.90308999||0||1.23044892||0.47712125||0.95424251||1||1.70757018||0.77815125||2.20951501||2.41329976
|-
| 2||Italian_Language||Female||1.07918125||0||0.95424251||0.60205999||0.84509804||0.95424251||1.47712125||0.47712125||2.17026172||2.33243846
|-
| 1||Italian_Language||Female||1.23044892||0||1.07918125||0.84509804||0.95424251||1||1.17609126||0.90308999||2.33645973||2.45939249
|-
| 5||Japanese_Lang._&_Culture||Female||0.84509804||0||2.26951294||0||0||1.20411998||0||0||1.30103||2.35602586
|-
| 4||Japanese_Lang._&_Culture||Female||0.47712125||0||1.65321251||0||0.30103||0.47712125||0.30103||0||1.20411998||1.8260748
|-
| 3||Japanese_Lang._&_Culture||Female||0.95424251||0||2.02938378||0.77815125||0.47712125||1||0.60205999||0||1.59106461||2.23552845
|-
| 2||Japanese_Lang._&_Culture||Female||0.47712125||0||1.5797836||0.69897||0.30103||0.90308999||0||0||1.462398||1.90308999
|-
| 1||Japanese_Lang._&_Culture||Female||0.69897||0||1.84509804||0.60205999||0.47712125||0.90308999||0.77815125||0||1.78532984||2.18184359
|-
| 5||Latin:_Literature||Female||0.95424251||0.30103||1.66275783||1||0.47712125||1.14612804||0.69897||0.30103||2.26245109||2.42488164
|-
| 4||Latin:_Literature||Female||1||0||1.70757018||1.07918125||0.30103||1.17609126||0.47712125||0.30103||2.33243846||2.48144263
|-
| 3||Latin:_Literature||Female||1.25527251||0.47712125||1.81954394||1.17609126||0.69897||1.38021124||0.90308999||0.30103||2.56937391||2.70243054
|-
| 2||Latin:_Literature||Female||1.17609126||0.60205999||1.53147892||1.14612804||0.95424251||1.07918125||0.69897||0||2.39269695||2.52244423
|-
| 1||Latin:_Literature||Female||1.23044892||0.60205999||1.8920946||1.38021124||1||1.44715803||1.44715803||0.47712125||2.60422605||2.76789762
|-
| 5||Latin:_Vergil||Female||1.34242268||0||1.8260748||1||0.47712125||1.34242268||0.90308999||0.30103||2.49136169||2.64048144
|-
| 4||Latin:_Vergil||Female||1.2787536||0.30103||1.81954394||1||0||1.30103||0.77815125||0.47712125||2.43933269||2.59549622
|-
| 3||Latin:_Vergil||Female||1.36172784||0.69897||1.8260748||1.14612804||1||1.462398||1.11394335||0.69897||2.62838893||2.76566855
|-
| 2||Latin:_Vergil||Female||1||0.69897||1.59106461||1.32221929||1||1.32221929||1.07918125||0.47712125||2.53275438||2.65705585
|-
| 1||Latin:_Vergil||Female||1.30103||0.69897||1.59106461||1.2787536||1.11394335||1.17609126||1.17609126||0||2.54777471||2.673942
|-
| 5||Music_Theory||Female||1.32221929||0||2.2121876||1.07918125||0.90308999||1.38021124||1.11394335||0.30103||2.7355989||2.8920946
|-
| 4||Music_Theory||Female||1.5563025||0.47712125||2.21748394||1.23044892||0.90308999||1.39794001||1.20411998||0.47712125||2.83378437||2.97634998
|-
| 3||Music_Theory||Female||1.56820172||0.95424251||2.30103||1.60205999||1.2787536||1.66275783||1.76342799||1.07918125||3.02938378||3.17114115
|-
| 2||Music_Theory||Female||1.61278386||1.07918125||2.31386722||2.06445799||1.56820172||1.88081359||1.80617997||1.23044892||3.01535976||3.20330492
|-
| 1||Music_Theory||Female||1.38021124||0.69897||1.85125835||2.10037055||1.50514998||1.36172784||1.86332286||1.20411998||2.61909333||2.8909796
|-
| 5||Physics_B||Female||1.66275783||0.30103||2.77597433||1||1.14612804||1.81291336||1.44715803||0.84509804||3.03981055||3.2688119
|-
| 4||Physics_B||Female||1.77815125||0.90308999||2.81888541||1.63346846||1.41497335||1.97312785||1.5797836||0.84509804||3.19893187||3.39932753
|-
| 3||Physics_B||Female||2.15836249||1.17609126||3.03140846||2.05307844||2.06069784||2.25042||2.09691001||1.47712125||3.49108141||3.68886457
|-
| 2||Physics_B||Female||2.00432137||1.04139269||2.87273883||2.29446623||2.1172713||2.11058971||2.16731733||1.41497335||3.38327665||3.59073041
|-
| 1||Physics_B||Female||2.1903317||1.62324929||2.92531209||2.79379038||2.70329138||2.32428246||2.64836001||1.56820172||3.38792347||3.72378394
|-
| 5||Physics_C:_Elec._&_Magnet.||Female||1.30103||0.30103||2.38381537||0.77815125||0.60205999||1.14612804||0.95424251||0.47712125||2.51188336||2.79028516
|-
| 4||Physics_C:_Elec._&_Magnet.||Female||1.14612804||0.69897||2.29225607||1.04139269||0.60205999||1.54406804||1.14612804||0.30103||2.54406804||2.79448805
|-
| 3||Physics_C:_Elec._&_Magnet.||Female||1||0.30103||2.00432137||0.60205999||0.69897||1.11394335||0.77815125||0.47712125||2.29446623||2.52244423
|-
| 2||Physics_C:_Elec._&_Magnet.||Female||1.23044892||0.30103||2.11058971||1.14612804||0.90308999||1.11394335||1.14612804||0.30103||2.49554434||2.70243054
|-
| 1||Physics_C:_Elec._&_Magnet.||Female||0.90308999||0.60205999||1.98227123||1.07918125||1.11394335||1.07918125||1.14612804||0.30103||2.31175386||2.55388303
|-
| 5||Physics_C:_Mechanics||Female||1.59106461||0.30103||2.65030752||1||0.77815125||1.5797836||1.30103||0.47712125||2.84260924||3.09795107
|-
| 4||Physics_C:_Mechanics||Female||1.68124124||0.47712125||2.65127801||1.34242268||1.20411998||1.81291336||1.44715803||0.90308999||3.00216606||3.21351776
|-
| 3||Physics_C:_Mechanics||Female||1.61278386||0.95424251||2.54654266||1.462398||1.39794001||1.62324929||1.49136169||0.60205999||2.93298082||3.14050804
|-
| 2||Physics_C:_Mechanics||Female||1.47712125||1.11394335||2.39093511||1.59106461||1.56820172||1.64345268||1.67209786||0.77815125||2.85125835||3.06595298
|-
| 1||Physics_C:_Mechanics||Female||1.59106461||1.07918125||2.50379068||2.12385164||1.95904139||1.67209786||1.95424251||0.77815125||2.84633711||3.15563963
|-
| 5||Psychology||Female||2.54777471||1.53147892||3.30770992||2.42813479||2.13672057||2.70243054||2.56584782||1.86332286||3.99960896||4.13833428
|-
| 4||Psychology||Female||2.71432976||1.95904139||3.35372394||2.86923172||2.54032947||2.86332286||2.84509804||2.07188201||4.12309996||4.27348741
|-
| 3||Psychology||Female||2.58883173||1.86332286||3.19589965||2.92941893||2.57518784||2.74272513||2.82282165||2.10037055||4.01426846||4.17397253
|-
| 2||Psychology||Female||2.4785665||1.65321251||2.99211149||2.92220628||2.56702637||2.55022835||2.75891189||1.93951925||3.82633401||4.01051196
|-
| 1||Psychology||Female||2.70070372||1.90848502||3.17868924||3.42422807||3.01452054||2.80753503||3.16820275||2.30749604||3.89580915||4.20300567
|-
| 5||Spanish_Language||Female||2.5390761||0.60205999||2.72098574||1.81954394||3.68322721||2.4440448||3.66726612||2.38560627||3.35140975||4.11961875
|-
| 4||Spanish_Language||Female||2.7176705||1.20411998||2.94497591||2.20411998||3.75989437||2.56702637||3.64127576||2.50242712||3.61573969||4.21793117
|-
| 3||Spanish_Language||Female||2.59879051||1.32221929||2.88479536||2.37106786||3.5895028||2.49692965||3.42862067||2.33041377||3.59824319||4.09600574
|-
| 2||Spanish_Language||Female||2.56466606||1.43136376||2.92634245||2.54282543||3.45893986||2.5390761||3.29336255||2.2764618||3.64443859||4.05560765
|-
| 1||Spanish_Language||Female||2.55990663||1.53147892||2.93851973||2.94792362||3.25791845||2.5563025||3.15014216||2.2278867||3.69749089||4.0366289
|-
| 5||Spanish_Literature||Female||1.41497335||0.30103||1.75587486||0.84509804||2.45636603||1.462398||2.59439255||1.17609126||2.39967372||3.02448567
|-
| 4||Spanish_Literature||Female||1.90308999||0||1.96848295||1.30103||2.95856388||1.65321251||2.87157294||1.49136169||2.61278386||3.36642296
|-
| 3||Spanish_Literature||Female||1.88081359||0||1.83250891||1.36172784||3.11494442||1.64345268||2.97220284||1.54406804||2.52244423||3.44916973
|-
| 2||Spanish_Literature||Female||1.61278386||0.47712125||1.47712125||1.11394335||2.87098881||1.32221929||2.72672721||1.34242268||2.08990511||3.18212921
|-
| 1||Spanish_Literature||Female||1.93449845||0.47712125||1.462398||1.56820172||2.99431715||1.51851394||2.87794695||1.80617997||2.27415785||3.33725954
|-
| 5||Statistics||Female||2.01283722||0.77815125||3.01535976||1.62324929||1.62324929||2.06818586||1.69897||1.04139269||3.45239985||3.62664827
|-
| 4||Statistics||Female||2.34635297||1.30103||3.20682588||2.25767857||2.02938378||2.42651126||2.28330123||1.50514998||3.81304697||3.96023287
|-
| 3||Statistics||Female||2.46982202||1.67209786||3.25887663||2.56348109||2.39619935||2.58546073||2.51054501||1.75587486||3.95279244||4.09691001
|-
| 2||Statistics||Female||2.42488164||1.59106461||3.06182931||2.63346846||2.45939249||2.46089784||2.54654266||1.70757018||3.78859256||3.95453194
|-
| 1||Statistics||Female||2.58883173||1.85125835||3.22323627||3.23628528||2.9498777||2.67577834||2.96236934||2.11394335||3.85865748||4.12968989
|-
| 5||Studio_Art:_2-D_Design||Female||1.44715803||0.90308999||2.10380372||1.43136376||1.17609126||1.54406804||1.54406804||1||2.8344207||2.98227123
|-
| 4||Studio_Art:_2-D_Design||Female||1.88081359||0.60205999||2.29225607||1.75587486||1.69897||1.89762709||2.0374265||1||3.15836249||3.30384377
|-
| 3||Studio_Art:_2-D_Design||Female||2.02530587||1.30103||2.47567119||2.0211893||2.04921802||2.11058971||2.22010809||1.38021124||3.3628593||3.51308436
|-
| 2||Studio_Art:_2-D_Design||Female||2||1.30103||2.29003461||2.08635983||2.00432137||2.08635983||2.10037055||1.38021124||3.2367891||3.40260524
|-
| 1||Studio_Art:_2-D_Design||Female||1.11394335||0.47712125||1.32221929||1.69019608||1.61278386||1.23044892||1.56820172||1.07918125||2.40823997||2.64443859
|-
| 5||Studio_Art:_3-D_Design||Female||0.69897||0||1.11394335||0.77815125||0.90308999||0.30103||0.60205999||0.47712125||1.95424251||2.09342169
|-
| 4||Studio_Art:_3-D_Design||Female||0.90308999||0.30103||1.2787536||1.14612804||1||1.04139269||1.11394335||0||2.08635983||2.28330123
|-
| 3||Studio_Art:_3-D_Design||Female||1.36172784||0.90308999||1.72427587||1.43136376||1.34242268||1.5563025||1.60205999||0.60205999||2.61384182||2.78958071
|-
| 2||Studio_Art:_3-D_Design||Female||1.20411998||0.69897||1.56820172||1.44715803||1.34242268||1.34242268||1.43136376||0.69897||2.45331834||2.64147411
|-
| 1||Studio_Art:_3-D_Design||Female||0||0.30103||1||1.25527251||0.77815125||0.60205999||0.90308999||0||1.79239169||2.01703334
|-
| 5||Studio_Art:_Drawing||Female||1.61278386||0.69897||2.41161971||1.44715803||1.38021124||1.59106461||1.69897||0.69897||2.87098881||3.07371835
|-
| 4||Studio_Art:_Drawing||Female||1.75587486||0.84509804||2.41830129||1.71600334||1.69019608||1.83250891||1.90848502||1.25527251||3.07077646||3.24625231
|-
| 3||Studio_Art:_Drawing||Female||2.0374265||1.14612804||2.64443859||2.0374265||2.08990511||2.17897695||2.28330123||1.23044892||3.36977229||3.54294985
|-
| 2||Studio_Art:_Drawing||Female||1.97772361||1.20411998||2.32633586||2.15228834||2.11058971||2.04921802||2.08635983||1.38021124||3.18155777||3.37346372
|-
| 1||Studio_Art:_Drawing||Female||1.25527251||0.30103||1.39794001||1.92941893||1.51851394||1.25527251||1.5563025||0.69897||2.34830486||2.64048144
|-
| 5||US_History||Female||2.69284692||1.462398||3.47683163||2.52374647||2.37657696||2.87448182||2.62736586||1.83250891||4.08895073||4.24546331
|-
| 4||US_History||Female||2.94546859||2.02938378||3.63083452||3.00732095||2.84447718||3.14426277||2.924796||2.24551267||4.37188025||4.51753897
|-
| 3||US_History||Female||3.00173371||2.28555731||3.61489722||3.26102483||3.12483015||3.18098558||3.1360861||2.34439227||4.43399372||4.58811477
|-
| 2||US_History||Female||3.12645611||2.50785587||3.67788058||3.54715912||3.45362407||3.26054837||3.36097188||2.5774918||4.50327303||4.69143515
|-
| 1||US_History||Female||3.10037055||2.53402611||3.55388303||3.8274339||3.70910028||3.19256745||3.61246596||2.72509452||4.28155603||4.62656618
|-
| 5||World_History||Female||2.07554696||1.04139269||2.9360108||2.14921911||1.78532984||2.37474835||2.10720997||1.30103||3.52569252||3.69258256
|-
| 4||World_History||Female||2.26007139||1.56820172||3.10822666||2.53655844||2.26717173||2.57634135||2.46538285||1.62324929||3.73679475||3.91323087
|-
| 3||World_History||Female||2.53529412||1.77085201||3.30899103||2.91434316||2.70415052||2.77959649||2.84447718||2.04532298||3.93490226||4.13918618
|-
| 2||World_History||Female||2.5899496||1.92941893||3.26197619||3.07954301||2.97818052||2.83378437||2.98542647||2.14612804||3.91745299||4.16148779
|-
| 1||World_History||Female||2.66558099||1.90848502||3.10243371||3.40380661||3.26834391||2.73957234||3.25309559||2.32014629||3.75258618||4.158272
|}</center>

===2007 AP Exam Scores (Percentage of Students)===
The table below contains the numbers of students and their relative proportion (percent).

<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| colspan=2| || colspan=5| '''Examination Grade''' || colspan=4| '''Summary Statistics'''
|-
| '''Disciplines''' || '''Sample Size''' || '''5''' || '''4''' || '''3''' || '''2''' || '''1''' || '''Number of Students''' || '''3 or Higher / %''' || '''Mean Grade''' || '''Standard Deviation'''
|-
| '''Art History''' || N || 2286 || 4243 || 5006 || 3550 || 3751 || 18836 || 11535 || 2.88 || 1.3
|-
| || % At || 12.13633468 || 22.52601402 || 26.57676789 || 18.84688894 || 19.91399448 || || 61.23911659 || ||
|-
| '''Biology''' || N || 27996 || 29338 || 30749 || 33664 || 23049 || 144796 || 88083 || 3.04 || 1.36
|-
| || % At || 19.33478825 || 20.26160944 || 21.23608387 || 23.24926103 || 15.91825741 || || 60.83248156 || ||
|-
| '''Calculus AB''' || N || 44409 || 39682 || 40448 || 32704 || 54450 || 211693 || 124539 || 2.94 || 1.49
|-
| || % At || 20.97802006 || 18.74506951 || 19.10691426 || 15.44878669 || 25.72120949 || || 58.83000383 || ||
|-
| '''Calculus BC''' || N || 27949 || 11489 || 12095 || 4090 || 8688 || 64311 || 51533 || 3.71 || 1.42
|-
| || % At || 43.4591283 || 17.86475098 || 18.80704701 || 6.359720732 || 13.50935299 || || 80.13092628 || ||
|-
| '''Calculus AB Subscores''' || N || 32268 || 14168 || 8915 || 4222 || 4738 || 64311 || 55351 || 4.01 || 1.25
|-
| || % At || 50.17493119 || 22.0304458 || 13.86232526 || 6.564973333 || 7.367324408 || || 86.06770226 || ||
|-
| '''Chemistry''' || N || 14820 || 17462 || 22321 || 17928 || 24605 || 97136 || 54603 || 2.79 || 1.39
|-
| || % At || 15.25695931 || 17.97685719 || 22.97912206 || 18.45659694 || 25.3304645 || || 56.21293856 || ||
|-
| '''Chinese Language''' (Total Group) || N || 2643 || 386 || 146 || 36 || 50 || 3261 || 3175 || 4.7 || 0.74
|-
| || % At || 81.04875805 || 11.83685986 || 4.477154247 || 1.103955842 || 1.533272002 || || 97.36277216 || ||
|-
| '''Chinese Language''' (Standard Group)** || N || 177 || 71 || 60 || 24 || 31 || 363 || 308 || 3.93 || 1.3
|-
| || % At || 48.76033058 || 19.55922865 || 16.52892562 || 6.611570248 || 8.539944904 || || 84.84848485 || ||
|-
| '''Computer Science''' A || N || 2902 || 3434 || 2178 || 1433 || 5102 || 15049 || 8514 || 2.84 || 1.56
|-
| || % At || 19.28367333 || 22.81879195 || 14.47272244 || 9.522227391 || 33.90258489 || || 56.57518772 || ||
|-
| '''Computer Science''' AB || N || 1682 || 997 || 926 || 473 || 986 || 5064 || 3605 || 3.38 || 1.5
|-
| || % At || 33.21484992 || 19.68799368 || 18.28593997 || 9.340442338 || 19.47077409 || || 71.18878357 || ||
|-
| '''Economics - Macro''' || N || 8462 || 14693 || 9881 || 10311 || 16769 || 60116 || 33036 || 2.8 || 1.43
|-
| || % At || 14.0761195 || 24.44108058 || 16.43655599 || 17.15183978 || 27.89440415 || || 54.95375607 || ||
|-
| '''Economics - Micro''' || N || 6080 || 10300 || 7766 || 5459 || 7778 || 37383 || 24146 || 3.04 || 1.38
|-
| || % At || 16.26407725 || 27.55263087 || 20.77414868 || 14.60289436 || 20.80624883 || || 64.59085681 || ||
|-
| '''English Language''' || N || 25840 || 51720 || 88529 || 85517 || 30624 || 282230 || 166089 || 2.85 || 1.12
|-
| || % At || 9.155653191 || 18.32547922 || 31.36767884 || 30.30046416 || 10.85072459 || || 58.84881125 || ||
|-
| '''English Literature''' || N || 20829 || 62283 || 99267 || 90050 || 26049 || 298478 || 182379 || 2.87 || 1.06
|-
| || % At || 6.978403768 || 20.86686456 || 33.25772754 || 30.16972775 || 8.727276382 || || 61.10299587 || ||
|-
| '''Environmental Science''' || N || 5670 || 12092 || 9383 || 9183 || 16088 || 52416 || 27145 || 2.66 || 1.4
|-
| || % At || 10.81730769 || 23.06929182 || 17.90102259 || 17.51945971 || 30.69291819 || || 51.7876221 || ||
|-
| '''European History''' || N || 10800 || 18314 || 34823 || 10910 || 22195 || 97042 || 63937 || 2.84 || 1.28
|-
| || % At || 11.12920179 || 18.87224089 || 35.8844624 || 11.24255477 || 22.87154016 || || 65.88590507 || ||
|-
| '''French Language''' (Total Group)** || N || 2743 || 3655 || 6643 || 4361 || 4307 || 21709 || 13041 || 2.82 || 1.28
|-
| || % At || 12.63531254 || 16.83633516 || 30.60021189 || 20.08844258 || 19.83969782 || || 60.0718596 || ||
|-
| '''French Language''' (Standard Group)** || N || 1244 || 2510 || 5331 || 3816 || 3928 || 16829 || 9085 || 2.6 || 1.2
|-
| || % At || 7.392001901 || 14.91473052 || 31.67746152 || 22.6751441 || 23.34066195 || || 53.98419395 || ||
|-
| '''French Literature''' || N || 501 || 487 || 480 || 337 || 263 || 2068 || 1468 || 3.3 || 1.34
|-
| || % At || 24.22630561 || 23.54932302 || 23.21083172 || 16.2959381 || 12.71760155 || || 70.98646035 || ||
|-
| '''German Language''' (Total Group)** || N || 1316 || 1160 || 1158 || 1043 || 720 || 5397 || 3634 || 3.24 || 1.36
|-
| || % At || 24.38391699 || 21.49342227 || 21.45636465 || 19.32555123 || 13.34074486 || || 67.33370391 || ||
|-
| '''German Language''' (Standard Group)** || N || 342 || 760 || 938 || 885 || 635 || 3560 || 2040 || 2.8 || 1.23
|-
| || % At || 9.606741573 || 21.34831461 || 26.34831461 || 24.85955056 || 17.83707865 || || 57.30337079 || ||
|-
| '''Government & Politics Comparative''' || N || 2188 || 2635 || 3000 || 3039 || 2496 || 13358 || 7823 || 2.92 || 1.35
|-
| || % At || 16.37969756 || 19.72600689 || 22.45845186 || 22.75041174 || 18.68543195 || || 58.56415631 || ||
|-
| '''Government & Politics United States''' || N || 9705 || 30488 || 43245 || 51620 || 25920 || 160978 || 83438 || 2.67 || 1.13
|-
| || % At || 6.028774118 || 18.93923393 || 26.86391929 || 32.06649356 || 16.1015791 || || 51.83192734 || ||
|-
| '''Human Geography''' || N || 3249 || 5183 || 6320 || 4724 || 9529 || 29005 || 14752 || 2.58 || 1.39
|-
| || % At || 11.20151698 || 17.86933287 || 21.78934666 || 16.2868471 || 32.85295639 || || 50.86019652 || ||
|-
| '''Italian Language''' (Total Group) || N || 252 || 209 || 393 || 329 || 459 || 1642 || 854 || 2.67 || 1.4
|-
| || % At || 15.34713764 || 12.72838002 || 23.93422655 || 20.0365408 || 27.95371498 || || 52.00974421 || ||
|-
| '''Italian Language''' (Standard Group)** || N || 85 || 138 || 311 || 292 || 433 || 1259 || 534 || 2.32 || 1.24
|-
| || % At || 6.751389992 || 10.96108022 || 24.70214456 || 23.19301033 || 34.3923749 || || 42.41461477 || ||
|-
| '''Japanese Language''' (Total Group)** || N || 724 || 154 || 314 || 152 || 323 || 1667 || 1192 || 3.48 || 1.57
|-
| || % At || 43.43131374 || 9.23815237 || 18.83623275 || 9.118176365 || 19.37612478 || || 71.50569886 || ||
|-
| '''Japanese Language''' (Standard Group)** || N || 102 || 66 || 182 || 99 || 218 || 667 || 350 || 2.6 || 1.42
|-
| || % At || 15.29235382 || 9.895052474 || 27.28635682 || 14.84257871 || 32.68365817 || || 52.47376312 || ||
|-
| '''Latin Literature''' || N || 508 || 549 || 962 || 612 || 1140 || 3771 || 2019 || 2.65 || 1.39
|-
| || % At || 13.47122779 || 14.55847255 || 25.51047468 || 16.22911695 || 30.23070804 || || 53.54017502 || ||
|-
| '''Latin Vergil''' || N || 937 || 911 || 1229 || 931 || 921 || 4929 || 3077 || 3 || 1.37
|-
| || % At || 19.00994116 || 18.4824508 || 24.9340637 || 18.88821262 || 18.68533171 || || 62.42645567 || ||
|-
| '''Music Theory''' || N || 2210 || 2263 || 3400 || 3517 || 1804 || 13194 || 7873 || 2.97 || 1.29
|-
| || % At || 16.7500379 || 17.15173564 || 25.76928907 || 26.65605578 || 13.67288161 || || 59.6710626 || ||
|-
| '''Music Theory''' Aural Subscore || N || 2184 || 2296 || 3219 || 3767 || 1728 || 13194 || 7699 || 2.96 || 1.28
|-
| || % At || 16.55297863 || 17.40184933 || 24.39745339 || 28.55085645 || 13.09686221 || || 58.35228134 || ||
|-
| '''Music Theory''' Nonaural Subscore || N || 2240 || 2305 || 3398 || 3461 || 1790 || 13194 || 7943 || 2.98 || 1.29
|-
| || % At || 16.97741398 || 17.47006215 || 25.75413067 || 26.23162043 || 13.56677278 || || 60.20160679 || ||
|-
| '''Physics B''' || N || 8869 || 9279 || 14931 || 10210 || 11601 || 54890 || 33079 || 2.88 || 1.35
|-
| || % At || 16.15777009 || 16.90471853 || 27.20167608 || 18.60083804 || 21.13499727 || || 60.26416469 || ||
|-
| '''Physics C E&M''' || N || 3787 || 2871 || 1354 || 1890 || 1290 || 11192 || 8012 || 3.53 || 1.4
|-
| || % At || 33.83666905 || 25.65225161 || 12.09792709 || 16.88706219 || 11.52609006 || || 71.58684775 || ||
|-
| '''Physics C Mechanics''' || N || 6877 || 6669 || 5268 || 3699 || 3801 || 26314 || 18814 || 3.35 || 1.38
|-
| || % At || 26.13437714 || 25.34392339 || 20.01976134 || 14.05715589 || 14.44478225 || || 71.49806187 || ||
|-
| '''Psychology''' || N || 21833 || 30430 || 23851 || 15902 || 24112 || 116128 || 76114 || 3.09 || 1.41
|-
| || % At || 18.80080601 || 26.20384403 || 20.53854368 || 13.69351061 || 20.76329567 || || 65.54319372 || ||
|-
| '''Spanish Language''' (Total Group) || N || 20397 || 25383 || 19464 || 17892 || 18063 || 101199 || 65244 || 3.12 || 1.39
|-
| || % At || 20.1553375 || 25.08226366 || 19.23339163 || 17.6800166 || 17.8489906 || || 64.4709928 || ||
|-
| '''Spanish Language''' (Standard Group)** || N || 4299 || 8269 || 8085 || 9230 || 11290 || 41173 || 20653 || 2.64 || 1.34
|-
| || % At || 10.44130862 || 20.0835499 || 19.63665509 || 22.41760377 || 27.42088262 || || 50.16151361 || ||
|-
| '''Spanish Literature''' || N || 1757 || 3464 || 4207 || 2277 || 3616 || 15321 || 9428 || 2.83 || 1.32
|-
| || % At || 11.46791985 || 22.60949024 || 27.45904314 || 14.86195418 || 23.60159259 || || 61.53645323 || ||
|-
| '''Statistics''' || N || 11643 || 21076 || 24922 || 16755 || 23637 || 98033 || 57641 || 2.8 || 1.34
|-
| || % At || 11.87661298 || 21.49888303 || 25.42205176 || 17.09118358 || 24.11126865 || || 58.79754776 || ||
|-
| '''Studio Art Drawing''' || N || 1681 || 2470 || 5043 || 3546 || 818 || 13558 || 9194 || 3.05 || 1.09
|-
| || % At || 12.39858386 || 18.21802626 || 37.19575159 || 26.15430004 || 6.03333825 || || 67.81236171 || ||
|-
| '''Studio Art 2-D Design''' || N || 1494 || 2861 || 4665 || 3674 || 716 || 13410 || 9020 || 3.06 || 1.07
|-
| || % At || 11.1409396 || 21.33482476 || 34.78747204 || 27.39746458 || 5.339299031 || || 67.26323639 || ||
|-
| '''Studio Art 3-D Design''' || N || 223 || 324 || 935 || 665 || 173 || 2320 || 1482 || 2.9 || 1.05
|-
| || % At || 9.612068966 || 13.96551724 || 40.30172414 || 28.6637931 || 7.456896552 || || 63.87931034 || ||
|-
| '''United States History''' || N || 37110 || 66325 || 74153 || 87268 || 68706 || 333562 || 177588 || 2.75 || 1.29
|-
| || % At || 11.125368 || 19.88385967 || 22.23064977 || 26.16245256 || 20.59767 || || 53.23987744 || ||
|-
| '''World History''' || N || 11461 || 17183 || 26616 || 24773 || 21942 || 101975 || 55260 || 2.72 || 1.28
|}</center>

<hr>
* SOCR Home page: http://www.socr.ucla.edu

{{translate|pageName=http://wiki.stat.ucla.edu/socr/index.php?title=SOCR_Data_Dinov_030708_APExamScores}}

SOCR Data Dinov 030708 APExamScores

2011-10-31T18:14:13Z

TracyTam: /* SOCR Data - 2007 Advanced Placement (AP) Exam Scores by Discipline */

== [[SOCR_Data |SOCR Data]] - 2007 Advanced Placement (AP) Exam Scores by Discipline==

===Data Description===
* '''Source''': [http://professionals.collegeboard.com/data-reports-research/ap/data-2007 The College Board AP Results for 2007].

* '''Summary''':
[[Image:SOCR_Data_Dinov_APExams_062408_Fig1.png|150px|thumbnail|right| [http://www.hoover.org/publications/ednext/3260116.html AP Exams] ]]

: The goals of collecting this data on AP exam scores by discipline was to gauge the individual success on an AP Exam in 2007. Most students view a grade of 3 or higher as a successful grade (grade range {1 (worst), 2, 3, 4, 5(best)}. Of interest was to evaluate the performance for each grade level, type of school, or geographic location.

: This table reflects 2,533,431 AP Examinations taken by 1,464,254 students from 16,464 secondary schools.

: Standard students generally receive most of their foreign language training in U.S. schools. They did not indicate on their answer sheet that they regularly speak or hear the foreign language of the examination, or that they have lived for one month or more in a country where the language is spoken.

===2007 AP Exam Scores (Genders and Grace Levels)===
The table below contains the raw numbers of students taking different AP exams, their scores and grade levels and genders.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || colspan="5" |Examination Grade||colspan="4"|Summary Statistics||colspan="7"|Grade Level||colspan="2"|Gender
|-
|5||4||3||2||1||Number of Students||3 or Higher%||Mean Grade||Standard Deviation||9th Grade||10th Grade||11th Grade||12th Grade||Not HS||<9th Grade||Other||Male||Female
|-
| Biology||27996.00||29338.00||30749.00||33664.00||23049.00||144796.00||88083.00||3.04||1.36||1368.00||13311.00||54119.00||70493.00||85.00||24.00||5396.00||60597.00||84199.00
|-
| Calculus AB||44409.00||39682.00||40448.00||32704.00||54450.00||211693.00||124539.00||2.94||1.49||190.00||2655.00||38717.00||162361.00||484.00||30.00||7256.00||109095.00||102598.00
|-
| Calculus AB Subscores||32268.00||14168.00||8915.00||4222.00||4738.00||64311.00||55351.00||4.01||1.25||.||.||.||.||.||.||.||.||.
|-
| Calculus BC||27949.00||11489.00||12095.00||4090.00||8688.00||64311.00||51533.00||3.71||1.42||121.00||1255.00||14142.00||46713.00||134.00||15.00||1931.00||38028.00||26283.00
|-
| Chemistry||14820.00||17462.00||22321.00||17928.00||24605.00||97136.00||54603.00||2.79||1.39||50.00||5550.00||50226.00||37751.00||220.00||5.00||3334.00||51743.00||45393.00
|-
| Chinese Language (Standard Group)**||177.00||71.00||60.00||24.00||31.00||363.00||308.00||3.93||1.30||.||.||.||.||.||.||.||.||.
|-
| Chinese Language (Total Group)**||2643.00||386.00||146.00||36.00||50.00||3261.00||3175.00||4.70||0.74||80.00||367.00||1193.00||1453.00||5.00||7.00||156.00||1482.00||1779.00
|-
| Computer Science A||2902.00||3434.00||2178.00||1433.00||5102.00||15049.00||8514.00||2.84||1.56||215.00||2508.00||5539.00||6274.00||13.00||3.00||497.00||12282.00||2767.00
|-
| Computer Science AB||1682.00||997.00||926.00||473.00||986.00||5064.00||3605.00||3.38||1.50||43.00||599.00||2024.00||2246.00||13.00||5.00||134.00||4461.00||603.00
|-
| Economics - Macro||8462.00||14693.00||9881.00||10311.00||16769.00||60116.00||33036.00||2.80||1.43||109.00||876.00||6684.00||49818.00||245.00||2.00||2382.00||32931.00||27185.00
|-
| Economics - Micro||6080.00||10300.00||7766.00||5459.00||7778.00||37383.00||24146.00||3.04||1.38||24.00||1109.00||5589.00||29006.00||228.00||2.00||1425.00||21438.00||15945.00
|-
| English Language||25840.00||51720.00||88529.00||85517.00||30624.00||282230.00||166089.00||2.85||1.12||90.00||4346.00||229191.00||37769.00||64.00||3.00||10767.00||104425.00||177805.00
|-
| English Literature||20829.00||62283.00||99267.00||90050.00||26049.00||298478.00||182379.00||2.87||1.06||20.00||651.00||23745.00||262341.00||151.00||4.00||11566.00||108109.00||190369.00
|-
| Environmental Science||5670.00||12092.00||9383.00||9183.00||16088.00||52416.00||27145.00||2.66||1.40||728.00||2068.00||17448.00||29665.00||45.00||0.00||2462.00||23129.00||29287.00
|-
| European History||10800.00||18314.00||34823.00||10910.00||22195.00||97042.00||63937.00||2.84||1.28||419.00||48885.00||15659.00||28580.00||36.00||1.00||3462.00||45075.00||51967.00
|-
| French Language (Standard Group)**||1244.00||2510.00||5331.00||3816.00||3928.00||16829.00||9085.00||2.60||1.20||.||.||.||.||.||.||.||.||.
|-
| French Language (Total Group)**||2743.00||3655.00||6643.00||4361.00||4307.00||21709.00||13041.00||2.82||1.28||162.00||1119.00||5943.00||13555.00||13.00||84.00||833.00||6535.00||15174.00
|-
| French Literature||501.00||487.00||480.00||337.00||263.00||2068.00||1468.00||3.30||1.34||10.00||111.00||489.00||1360.00||2.00||0.00||96.00||594.00||1474.00
|-
| German Language (Standard Group)**||342.00||760.00||938.00||885.00||635.00||3560.00||2040.00||2.80||1.23||.||.||.||.||.||.||.||.||
|-
| German Language (Total Group)**||1316.00||1160.00||1158.00||1043.00||720.00||5397.00||3634.00||3.24||1.36||80.00||302.00||1273.00||3505.00||12.00||39.00||186.00||2778.00||2619.00
|-
| Government & Politics Comparative||2188.00||2635.00||3000.00||3039.00||2496.00||13358.00||7823.00||2.92||1.35||8.00||711.00||2285.00||9745.00||15.00||0.00||594.00||6986.00||6372.00
|-
| Government & Politics United States||9705.00||30488.00||43245.00||51620.00||25920.00||160978.00||83438.00||2.67||1.13||946.00||8258.00||16900.00||128710.00||55.00||6.00||6103.00||75427.00||85551.00
|-
| Human Geography||3249.00||5183.00||6320.00||4724.00||9529.00||29005.00||14752.00||2.58||1.39||12546.00||5219.00||3874.00||6229.00||10.00||2.00||1125.00||13182.00||15823.00
|-
| Italian Language (Standard Group)**||85.00||138.00||311.00||292.00||433.00||1259.00||534.00||2.32||1.24||.||.||.||.||.||.||.||.||.
|-
| Italian Language (Total Group)**||252.00||209.00||393.00||329.00||459.00||1642.00||854.00||2.67||1.40||8.00||27.00||263.00||1267.00||6.00||0.00||71.00||582.00||1060.00
|-
| Japanese Language (Standard Group)**||102.00||66.00||182.00||99.00||218.00||667.00||350.00||2.60||1.42||.||.||.||.||.||.||.||.||.
|-
| Japanese Language (Total Group)**||724.00||154.00||314.00||152.00||323.00||1667.00||1192.00||3.48||1.57||31.00||96.00||456.00||1026.00||3.00||2.00||53.00||773.00||894.00
|-
| Latin Literature||508.00||549.00||962.00||612.00||1140.00||3771.00||2019.00||2.65||1.39||11.00||156.00||1564.00||1920.00||3.00||1.00||116.00||1766.00||2005.00
|-
| Latin Vergil||937.00||911.00||1229.00||931.00||921.00||4929.00||3077.00||3.00||1.37||36.00||313.00||2112.00||2299.00||1.00||1.00||167.00||2578.00||2351.00
|-
| Music Theory||2210.00||2263.00||3400.00||3517.00||1804.00||13194.00||7873.00||2.97||1.29||105.00||1175.00||4239.00||7189.00||12.00||15.00||459.00||7507.00||5687.00
|-
| Music Theory Aural Subscore||2184.00||2296.00||3219.00||3767.00||1728.00||13194.00||7699.00||2.96||1.28||.||.||.||.||.||.||.||.||.
|-
| Music Theory Nonaural Subscore||2240.00||2305.00||3398.00||3461.00||1790.00||13194.00||7943.00||2.98||1.29||.||.||.||.||.||.||.||.||.
|-
| Physics B||8869.00||9279.00||14931.00||10210.00||11601.00||54890.00||33079.00||2.88||1.35||103.00||1144.00||19411.00||32138.00||77.00||24.00||1993.00||35711.00||19179.00
|-
| Physics C E&M||3787.00||2871.00||1354.00||1890.00||1290.00||11192.00||8012.00||3.53||1.40||5.00||132.00||1275.00||9370.00||83.00||5.00||322.00||8678.00||2514.00
|-
| Physics C Mechanics||6877.00||6669.00||5268.00||3699.00||3801.00||26314.00||18814.00||3.35||1.38||8.00||218.00||3498.00||21651.00||99.00||9.00||831.00||19291.00||7023.00
|-
| Psychology||21833.00||30430.00||23851.00||15902.00||24112.00||116128.00||76114.00||3.09||1.41||123.00||3329.00||37075.00||70456.00||88.00||5.00||5052.00||40920.00||75208.00
|-
| Spanish Language (Standard Group)**||4299.00||8269.00||8085.00||9230.00||11290.00||41173.00||20653.00||2.64||1.34||.||.||.||.||.||.||.||.||.
|-
| Spanish Language (Total Group)**||20397.00||25383.00||19464.00||17892.00||18063.00||101199.00||65244.00||3.12||1.39||2677.00||11677.00||35429.00||43772.00||133.00||2864.00||4647.00||36166.00||65033.00
|-
| Spanish Literature||1757.00||3464.00||4207.00||2277.00||3616.00||15321.00||9428.00||2.83||1.32||129.00||1114.00||4541.00||8598.00||7.00||0.00||932.00||5100.00||10221.00
|-
| Statistics||11643.00||21076.00||24922.00||16755.00||23637.00||98033.00||57641.00||2.80||1.34||117.00||3964.00||18782.00||71348.00||193.00||10.00||3619.00||48854.00||49179.00
|-
| Studio Art 2-D Design||1494.00||2861.00||4665.00||3674.00||716.00||13410.00||9020.00||3.06||1.07||16.00||212.00||2314.00||10169.00||22.00||1.00||676.00||3895.00||9515.00
|-
| Studio Art 3-D Design||223.00||324.00||935.00||665.00||173.00||2320.00||1482.00||2.90||1.05||5.00||41.00||300.00||1822.00||5.00||0.00||147.00||823.00||1497.00
|-
| Studio Art Drawing||1681.00||2470.00||5043.00||3546.00||818.00||13558.00||9194.00||3.05||1.09||8.00||316.00||2506.00||10012.00||22.00||0.00||694.00||3964.00||9594.00
|-
| United States History||37110.00||66325.00||74153.00||87268.00||68706.00||333562.00||177588.00||2.75||1.29||354.00||27033.00||277343.00||17332.00||40.00||10.00||11450.00||151569.00||181993.00
|-
| World History||11461.00||17183.00||26616.00||24773.00||21942.00||101975.00||55260.00||2.72||1.28||4685.00||78011.00||10172.00||5561.00||19.00||4.00||3523.00||45716.00||56259.00
|}</center>

===2007 USA AP Exam Score Distribution===
The table below contains the numbers and scores of US students taking different AP exams.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || rowspan="2"|Examination Grade||colspan="2"|Gender||colspan="9"|Ethnic Group||rowspan="2"|Total
|-
|Male||Female||Not Stated||American Indian||Asian||Black||Mexican American||Other||Other Hispanic||Puerto Rican||White
|-
| rowspan="7"|Art History||5||730||1469||86||8||352||28||45||122||64||8||1486||2199
|-
| 4||1377||2763||160||14||670||74||138||223||213||18||2630||4140
|-
| 3||1614||3288||190||25||711||141||211||242||348||37||2997||4902
|-
| 2||1141||2332||124||16||511||145||223||163||291||35||1965||3473
|-
| 1||1296||2403||162||22||499||279||347||152||461||41||1736||3699
|-
| Total||6158||12255||722||85||2743||667||964||902||1377||139||10814||18413
|-
| Mean||2.85||2.88||2.84||2.65||2.95||2.14||2.29||3.00||2.37||2.40||3.02||2.87
|-
| rowspan="7"|Biology||5||13617||13318||731||51||7032||398||317||1150||560||96||16600||26935
|-
| 4||13026||15463||771||100||5569||808||526||1223||726||132||18634||28489
|-
| 3||12717||17312||833||140||4954||1143||824||1177||988||182||19788||30029
|-
| 2||12309||20768||997||193||4740||2089||1555||1303||1481||272||20447||33077
|-
| 1||7354||15437||737||152||2920||3585||2174||893||1965||283||10082||22791
|-
| Total||59023||82298||4069||636||25215||8023||5396||5746||5720||965||85551||141321
|-
| Mean||3.22||2.88||2.94||2.54||3.36||2.05||2.12||3.08||2.38||2.47||3.13||3.03
|-
| rowspan="7"|Calculus AB||5||25366||16543||962||84||8008||512||617||1202||901||115||29508||41909
|-
| 4||20395||17916||897||110||6279||853||798||1178||947||135||27114||38311
|-
| 3||19533||19635||983||154||6015||1213||1298||1191||1216||180||26918||39168
|-
| 2||15484||16379||749||143||4744||1417||1445||1007||1231||172||20955||31863
|-
| 1||24230||29065||1438||332||6876||5334||4557||1563||3312||405||29478||53295
|-
| Total||105008||99538||5029||823||31922||9329||8715||6141||7607||1007||133973||204546
|-
| Mean||3.07||2.76||2.84||2.36||3.12||1.91||2.02||2.91||2.33||2.39||3.05||2.92
|-
| rowspan="7"|Calculus BC||5||17507||9396||654||53||8045||247||296||918||462||80||16148||26903
|-
| 4||6460||4771||268||25||2876||219||180||415||272||38||6938||11231
|-
| 3||6450||5410||276||25||2939||306||333||384||337||42||7218||11860
|-
| 2||2091||1944||104||18||965||138||146||138||128||17||2381||4035
|-
| 1||4382||4203||223||33||1969||494||442||323||393||30||4678||8585
|-
| Total||36890||25724||1525||154||16794||1404||1397||2178||1592||207||37363||62614
|-
| Mean||3.83||3.51||3.67||3.31||3.84||2.71||2.82||3.67||3.18||3.58||3.74||3.70
|-
| rowspan="7"|Chemistry||5||9090||4631||348||25||4372||153||104||486||204||35||7994||13721
|-
| 4||9620||6935||446||38||4151||316||207||572||322||53||10450||16555
|-
| 3||11583||9871||542||85||4371||569||432||823||552||97||13983||21454
|-
| 2||8607||8788||424||76||3034||689||499||599||559||99||11416||17395
|-
| 1||10549||13633||653||144||3535||2475||1701||945||1450||205||13074||24182
|-
| Total||49449||43858||2413||368||19463||4202||2943||3425||3087||489||56917||93307
|-
| Mean||2.96||2.55||2.76||2.25||3.14||1.81||1.82||2.72||2.12||2.21||2.80||2.77
|-
| rowspan="7"|Chinese Lang & Cultures||5||854||1118||77||.||1857||.||.||20||.||.||16||1972
|-
| 4||145||158||8||.||264||.||.||7||.||.||23||303
|-
| 3||65||48||11||.||76||3||.||3||.||.||19||113
|-
| 2||14||16||1||.||14||.||.||3||.||.||10||30
|-
| 1||17||25||.||.||18||2||.||1||.||.||16||42
|-
| Total||1095||1365||97||4||2229||5||4||34||3||.||84||2460
|-
| Mean||4.65||4.71||4.66||.||4.76||2.20||.||4.24||.||.||3.15||4.68
|-
| rowspan="7"|Computer Science A||5||2386||396||51||6||717||25||25||102||51||12||1793||2782
|-
| 4||2810||491||81||8||782||56||60||124||91||14||2085||3301
|-
| 3||1726||375||48||12||485||46||51||73||61||12||1313||2101
|-
| 2||1119||261||25||6||296||41||43||59||50||11||849||1380
|-
| 1||3823||1142||144||22||1039||472||250||216||312||34||2476||4965
|-
| Total||11864||2665||349||54||3319||640||429||574||565||83||8516||14529
|-
| Mean||2.90||2.53||2.63||2.44||2.95||1.63||1.99||2.72||2.15||2.51||2.98||2.83
|-
| rowspan="7"|Computer Science AB||5||1433||179||33||2||444||15||12||63||18||6||1019||1612
|-
| 4||831||129||10||2||247||10||17||31||14||3||626||960
|-
| 3||787||105||29||1||248||13||11||43||21||2||524||892
|-
| 2||401||53||18||2||128||10||3||16||14||2||261||454
|-
| 1||820||125||27||6||224||29||32||38||32||4||553||945
|-
| Total||4272||591||117||13||1291||77||75||191||99||17||2983||4863
|-
| Mean||3.39||3.31||3.03||2.38||3.43||2.64||2.65||3.34||2.72||3.29||3.43||3.38
|-
| rowspan="7"|Economics Macro||5||5037||2469||189||14||1819||68||111||278||189||20||4818||7506
|-
| 4||8373||5251||374||36||2698||279||303||495||505||47||8887||13624
|-
| 3||5234||4058||241||32||1644||313||360||341||409||44||5908||9292
|-
| 2||5146||4718||301||34||1617||402||542||364||529||75||6000||9864
|-
| 1||7212||9203||502||83||2015||1687||1746||586||1805||178||7813||16415
|-
| Total||31002||25699||1607||199||9793||2749||3062||2064||3437||364||33426||56701
|-
| Mean||2.96||2.50||2.66||2.32||3.07||1.78||1.85||2.77||2.05||2.05||2.91||2.75
|-
| rowspan="7"|Economics Micro||5||3697||1401||152||9||1261||44||49||193||78||10||3302||5098
|-
| 4||5791||3369||260||20||1871||177||175||340||249||32||6036||9160
|-
| 3||4012||3090||209||20||1242||226||209||264||249||47||4636||7102
|-
| 2||2654||2457||157||18||788||238||234||182||189||32||3273||5111
|-
| 1||3360||4115||247||26||950||960||635||266||619||132||3640||7475
|-
| Total||19514||14432||1025||93||6112||1645||1302||1245||1384||253||20887||33946
|-
| Mean||3.20||2.69||2.92||2.66||3.28||1.85||2.05||3.01||2.26||2.04||3.10||2.98
|-
| rowspan="7"|English Lang & Composition||5||10163||15274||704||62||3680||402||333||1100||609||92||18455||25437
|-
| 4||19690||31194||1382||209||6156||1281||1189||2043||1592||231||36801||50884
|-
| 3||31986||55167||2391||476||9374||3941||3697||3206||3726||566||59776||87153
|-
| 2||29442||54801||2560||663||8342||7901||7949||3130||6296||804||46598||84243
|-
| 1||11540||18709||1035||300||2122||6162||4937||989||3997||342||10365||30249
|-
| Total||102821||175145||8072||1710||29674||19687||18105||10468||16220||2035||171995||277966
|-
| Mean||2.88||2.83||2.77||2.46||3.03||2.08||2.12||2.92||2.29||2.47||3.04||2.85
|-
| rowspan="7"|English Lit & Composition||5||6482||13815||645||39||2628||264||237||871||365||72||15176||20297
|-
| 4||21394||39453||1737||213||6731||1413||1054||2151||1495||252||45801||60847
|-
| 3||35632||61469||2744||470||9489||4196||3090||3162||3487||644||69819||97101
|-
| 2||32099||56235||2574||651||8637||9177||6305||3068||5555||934||51433||88334
|-
| 1||10314||15424||855||254||2138||6879||3148||857||2974||357||8276||25738
|-
| Total||105921||186396||8555||1627||29623||21929||13834||10109||13876||2259||190505||292317
|-
| Mean||2.83||2.89||2.85||2.47||2.97||2.04||2.20||2.91||2.33||2.45||3.04||2.87
|-
| rowspan="7"|Environmental Science||5||3313||2270||177||10||824||53||69||205||123||21||4101||5583
|-
| 4||6146||5798||365||36||1420||246||244||460||401||61||8711||11944
|-
| 3||4264||5029||285||35||1054||314||244||369||358||53||6581||9293
|-
| 2||3682||5421||300||50||973||416||323||336||479||61||6165||9103
|-
| 1||5464||10511||560||94||1593||1951||1072||644||1520||181||8360||15975
|-
| Total||22869||29029||1687||225||5864||2980||1952||2014||2881||377||33918||51898
|-
| Mean||2.92||2.45||2.58||2.19||2.81||1.67||1.93||2.63||2.00||2.15||2.82||2.65
|-
| rowspan="7"|European History||5||5633||4933||301||19||1662||109||120||425||262||29||7639||10566
|-
| 4||9106||8811||527||61||2481||304||275||753||508||78||12930||17917
|-
| 3||16137||18077||986||139||4169||939||881||1393||1098||181||24428||34214
|-
| 2||4661||6079||324||56||1271||438||408||401||455||74||7313||10740
|-
| 1||8737||13161||730||116||2377||1761||1557||927||1364||227||12839||21898
|-
| Total||44274||51061||2868||391||11960||3551||3241||3899||3687||589||65149||95335
|-
| Mean||2.96||2.73||2.77||2.52||2.98||2.03||2.07||2.83||2.42||2.33||2.93||2.84
|-
| rowspan="7"|French Language||5||701||1450||91||1||201||144||23||170||87||6||1428||2151
|-
| 4||884||2221||114||4||374||182||58||220||111||10||2032||3105
|-
| 3||1810||4237||193||10||783||302||180||298||273||7||4001||6047
|-
| 2||1161||2981||163||12||498||204||181||180||191||7||2706||4142
|-
| 1||1286||2924||134||12||466||300||329||188||308||25||2448||4210
|-
| Total||5842||13813||695||39||2322||1132||771||1056||970||55||12615||19655
|-
| Mean||2.75||2.73||2.81||2.23||2.72||2.70||2.05||3.00||2.46||2.36||2.78||2.74
|-
| rowspan="7"|French Literature||5||118||314||28||.||44||13||6||28||14||2||297||432
|-
| 4||114||319||16||.||53||23||4||24||11||2||300||433
|-
| 3||121||322||24||.||50||27||5||25||17||||294||443
|-
| 2||101||217||14||.||38||17||10||20||13||1||205||318
|-
| 1||85||166||7||.||24||17||3||12||20||1||167||251
|-
| Total||539||1338||89||1||209||97||28||109||75||6||1263||1877
|-
| Mean||3.15||3.30||3.49||.||3.26||2.98||3.00||3.33||2.81||3.50||3.28||3.25
|-
| rowspan="7"|German Language||5||464||510||39||2||48||18||1||44||13||1||808||974
|-
| 4||533||530||25||4||72||14||10||46||20||1||871||1063
|-
| 3||600||516||29||3||67||15||9||37||24||3||929||1116
|-
| 2||530||499||30||3||62||11||16||39||19||6||843||1029
|-
| 1||415||298||20||7||44||30||24||24||30||5||529||713
|-
| Total||2542||2353||143||19||293||88||60||190||106||16||3980||4895
|-
| Mean||3.04||3.19||3.23||2.53||3.06||2.76||2.13||3.25||2.69||2.19||3.15||3.11
|-
| rowspan="7"|Government Politics Comp||5||1256||784||60||2||281||28||29||78||62||8||1492||2040
|-
| 4||1461||1057||92||11||340||47||50||106||77||11||1784||2518
|-
| 3||1488||1390||104||17||344||90||61||134||103||23||2002||2878
|-
| 2||1481||1456||85||10||322||156||81||148||127||17||1991||2937
|-
| 1||1072||1382||106||22||262||262||134||114||147||24||1383||2454
|-
| Total||6758||6069||447||62||1549||583||355||580||516||83||8652||12827
|-
| Mean||3.05||2.74||2.81||2.37||3.04||2.01||2.32||2.80||2.57||2.54||3.00||2.90
|-
| rowspan="7"|Government Politics US||5||5392||4272||267||18||1341||127||138||359||186||25||7203||9664
|-
| 4||16375||13992||829||100||3901||580||624||1113||825||131||22264||30367
|-
| 3||21584||21509||1101||179||5304||1464||1385||1518||1544||242||30356||43093
|-
| 2||22468||28942||1483||279||6275||3227||3145||1925||2815||401||31860||51410
|-
| 1||9325||16487||757||160||2885||4032||3439||972||3194||304||10069||25812
|-
| Total||75144||85202||4437||736||19706||9430||8731||5887||8564||1103||101752||160346
|-
| Mean||2.81||2.54||2.63||2.37||2.72||1.89||1.96||2.65||2.07||2.25||2.85||2.67
|-
| rowspan="7"|Human Geography||5||1765||1310||72||10||446||69||44||122||96||17||2199||3075
|-
| 4||2538||2491||145||16||639||184||89||187||228||22||3519||5029
|-
| 3||2929||3260||169||21||676||323||170||252||411||63||4104||6189
|-
| 2||2019||2627||140||24||448||386||210||176||350||60||2852||4646
|-
| 1||3614||5834||329||44||710||1843||645||385||949||196||4347||9448
|-
| Total||12865||15522||855||115||2919||2805||1158||1122||2034||358||17021||28387
|-
| Mean||2.75||2.41||2.40||2.34||2.88||1.66||1.86||2.54||2.10||1.89||2.79||2.56
|-
| rowspan="7"|Italian Language||5||73||122||6||.||5||2||4||11||32||2||131||195
|-
| 4||61||127||8||.||2||2||9||8||41||1||117||188
|-
| 3||127||258||11||.||23||3||13||13||63||7||252||385
|-
| 2||114||214||12||.||16||5||7||12||41||5||230||328
|-
| 1||172||287||19||.||18||9||11||14||27||9||352||459
|-
| Total||547||1008||56||2||64||21||44||58||204||24||1082||1555
|-
| Mean||2.54||2.59||2.46||.||2.38||2.19||2.73||2.83||3.05||2.25||2.49||2.57
|-
| rowspan="7"|Japanese Lang & Culture||5||210||226||18||.||351||1||||30||1||.||34||436
|-
| 4||63||66||6||.||79||1||1||5||2||.||34||129
|-
| 3||131||171||15||.||172||9||4||13||4||.||85||302
|-
| 2||68||79||4||.||67||7||1||13||1||.||54||147
|-
| 1||163||151||13||.||116||9||7||18||12||.||136||314
|-
| Total||635||693||56||1||785||27||13||79||20||4||343||1328
|-
| Mean||3.14||3.20||3.21||.||3.61||2.19||1.92||3.20||1.95||.||2.35||3.17
|-
| rowspan="7"|Latin Literature||5||239||265||18||1||92||10||3||22||7||2||349||504
|-
| 4||243||302||18||||83||17||3||27||3||1||393||545
|-
| 3||450||503||31||2||117||27||12||41||10||1||712||953
|-
| 2||276||332||23||3||60||21||11||22||7||.||461||608
|-
| 1||553||585||35||7||134||42||17||46||41||5||811||1138
|-
| Total||1761||1987||125||13||486||117||46||158||68||9||2726||3748
|-
| Mean||2.62||2.66||2.69||1.85||2.87||2.42||2.22||2.73||1.94||2.44||2.64||2.64
|-
| rowspan="7"|Latin Vergil||5||489||436||32||.||136||16||6||48||11||1||675||925
|-
| 4||512||393||36||4||109||15||6||42||12||4||677||905
|-
| 3||646||582||34||6||137||28||12||49||21||5||936||1228
|-
| 2||475||453||26||5||77||28||16||34||23||3||716||928
|-
| 1||449||471||40||8||66||32||26||28||22||1||697||920
|-
| Total||2571||2335||168||23||525||119||66||201||89||14||3701||4906
|-
| Mean||3.05||2.94||2.96||2.26||3.33||2.62||2.24||3.24||2.63||3.07||2.98||3.00
|-
| rowspan="7"|Music Theory||5||1359||779||73||5||334||32||21||57||38||8||1570||2138
|-
| 4||1277||946||72||10||299||52||35||64||40||12||1639||2223
|-
| 3||1880||1482||86||20||380||102||67||104||126||32||2445||3362
|-
| 2||1886||1596||119||18||362||224||109||127||153||41||2329||3482
|-
| 1||1011||777||64||15||146||249||82||62||165||30||975||1788
|-
| Total||7413||5580||414||68||1521||659||314||414||522||123||8958||12993
|-
| Mean||3.01||2.88||2.93||2.59||3.21||2.08||2.38||2.82||2.30||2.41||3.06||2.96
|-
| rowspan="7"|Physics B||5||6142||1856||203||20||2031||54||69||288||137||28||5168||7998
|-
| 4||6279||2507||235||27||1750||133||128||276||194||35||6008||8786
|-
| 3||9545||4884||406||42||2664||310||364||510||396||60||9677||14429
|-
| 2||6085||3896||257||43||1755||414||384||315||403||63||6347||9981
|-
| 1||6148||5293||340||74||1810||1137||1112||431||882||89||5566||11441
|-
| Total||34199||18436||1441||206||10010||2048||2057||1820||2012||275||32766||52635
|-
| Mean||3.01||2.55||2.79||2.40||3.04||1.81||1.86||2.82||2.16||2.45||2.97||2.85
|-
| rowspan="7"|Physics C Elec & Magnet||5||2971||616||97||7||1107||28||23||120||59||5||2141||3587
|-
| 4||2143||622||70||13||755||40||31||101||59||9||1687||2765
|-
| 3||987||332||28||3||351||32||29||37||22||6||811||1319
|-
| 2||1339||503||61||5||425||47||34||56||48||8||1158||1842
|-
| 1||918||357||39||3||306||40||40||47||64||5||731||1275
|-
| Total||8358||2430||295||31||2944||187||157||361||252||33||6528||10788
|-
| Mean||3.59||3.26||3.42||3.52||3.66||2.83||2.76||3.53||3.00||3.03||3.51||3.51
|-
| rowspan="7"|Physics C Mechanics||5||5252||1252||166||16||1894||45||52||207||107||18||3999||6504
|-
| 4||4847||1634||188||12||1490||74||76||218||138||26||4259||6481
|-
| 3||3789||1381||137||26||1034||106||102||157||134||19||3455||5170
|-
| 2||2478||1163||93||24||703||119||97||108||144||23||2330||3641
|-
| 1||2328||1430||109||20||771||270||230||136||226||25||1971||3758
|-
| Total||18694||6860||693||98||5892||614||557||826||749||111||16014||25554
|-
| Mean||3.44||3.02||3.30||2.80||3.51||2.19||2.32||3.31||2.67||2.90||3.37||3.33
|-
| rowspan="7"|Psychology||5||7439||13750||589||59||3260||384||233||783||575||101||15205||21189
|-
| 4||10963||18770||844||125||3776||1064||545||1127||1110||184||20958||29733
|-
| 3||8488||14926||656||117||2645||1212||597||847||1008||183||16149||23414
|-
| 2||5378||10244||466||77||1664||1196||548||568||839||138||10126||15622
|-
| 1||7682||15958||818||124||2521||3665||1469||945||2098||283||11717||23640
|-
| Total||39950||73648||3373||502||13866||7521||3392||4270||5630||889||74155||113598
|-
| Mean||3.13||3.06||2.98||2.84||3.26||2.11||2.27||3.06||2.51||2.64||3.24||3.08
|-
| rowspan="7"|Spanish Language||5||6585||13170||529||6||809||91||7237||416||6845||356||3466||19755
|-
| 4||8649||16516||790||22||1334||228||8890||543||6575||461||6322||25165
|-
| 3||6886||12473||598||32||1211||314||6239||468||4108||331||6058||19359
|-
| 2||6435||11365||580||43||1327||458||4785||483||3121||303||6700||17800
|-
| 1||7121||10879||642||56||1388||1210||3488||549||2397||274||7996||18000
|-
| Total||35676||64403||3139||159||6069||2301||30639||2459||23046||1725||30542||100079
|-
| Mean||3.03||3.15||2.99||2.24||2.81||1.93||3.38||2.92||3.54||3.19||2.69||3.11
|-
| rowspan="7"|Spanish Literature||5||452||1057||47||1||78||9||413||40||536||17||368||1509
|-
| 4||946||2324||104||1||148||24||1283||65||1024||41||580||3270
|-
| 3||1309||2812||95||1||111||30||1929||69||1355||48||483||4121
|-
| 2||742||1520||57||2||48||17||1114||28||751||32||213||2262
|-
| 1||1415||2173||149||3||49||56||1676||53||1177||84||341||3588
|-
| Total||4864||9886||452||8||434||136||6415||255||4843||222||1985||14750
|-
| Mean||2.65||2.86||2.65||2.38||3.36||2.36||2.63||3.04||2.79||2.44||3.21||2.79
|-
| rowspan="7"|Statistics||5||7099||4232||264||16||2675||92||98||342||152||31||7661||11331
|-
| 4||11470||9124||505||65||3697||335||265||583||445||67||14632||20594
|-
| 3||11984||12499||606||95||3668||645||520||751||697||97||17404||24483
|-
| 2||7526||9005||501||74||2228||748||543||529||640||100||11168||16531
|-
| 1||9864||13479||741||123||3142||2776||1516||833||1518||239||12455||23343
|-
| Total||47943||48339||2617||373||15410||4596||2942||3038||3452||534||63320||96282
|-
| Mean||2.97||2.62||2.64||2.40||3.03||1.74||1.94||2.69||2.15||2.16||2.90||2.79
|-
| rowspan="7"|Studio Art 2-D Design||5||471||959||41||8||172||41||30||57||66||11||1004||1430
|-
| 4||755||2012||110||10||275||95||82||104||149||16||1926||2767
|-
| 3||1267||3258||156||28||390||198||177||164||236||38||3138||4525
|-
| 2||1037||2526||146||32||271||215||164||154||208||37||2336||3563
|-
| 1||261||440||23||4||36||84||63||28||64||16||383||701
|-
| Total||3791||9195||476||82||1144||633||516||507||723||118||8787||12986
|-
| Mean||3.04||3.06||3.00||2.83||3.24||2.67||2.71||3.02||2.92||2.74||3.09||3.05
|-
| rowspan="7"|Studio Art 3-D Design||5||93||123||6||||14||7||9||3||10||2||165||216
|-
| 4||124||191||13||2||27||18||17||11||24||1||202||315
|-
| 3||304||615||37||7||69||34||44||50||58||3||617||919
|-
| 2||223||437||25||6||51||41||41||33||42||6||415||660
|-
| 1||68||103||1||1||18||22||14||10||15||||90||171
|-
| Total||812||1469||82||16||179||122||125||107||149||12||1489||2281
|-
| Mean||2.94||2.86||2.98||2.63||2.82||2.57||2.73||2.66||2.81||2.92||2.96||2.89
|-
| rowspan="7"|Studio Art Drawing||5||424||1184||57||4||312||55||38||57||80||10||995||1608
|-
| 4||614||1762||73||10||350||87||94||84||128||21||1529||2376
|-
| 3||1407||3490||162||22||589||214||220||210||287||37||3156||4897
|-
| 2||1049||2362||144||23||315||257||234||150||201||31||2056||3411
|-
| 1||348||436||36||7||52||157||72||32||69||12||347||784
|-
| Total||3842||9234||472||66||1618||770||658||533||765||111||8083||13076
|-
| Mean||2.93||3.10||2.94||2.71||3.34||2.51||2.68||2.97||2.93||2.87||3.10||3.05
|-
| rowspan="7"|US History||5||19202||17597||1057||80||6010||611||524||1529||871||134||25983||36799
|-
| 4||32938||32925||1773||243||8289||1704||1493||2647||1752||315||47647||65863
|-
| 3||34953||38735||1968||339||7943||2938||2524||2697||2539||393||52347||73688
|-
| 2||37502||49139||2430||545||8607||5536||5110||3099||4078||650||56586||86641
|-
| 1||25869||42321||2118||540||6089||10268||8330||2446||6283||844||31272||68190
|-
| Total||150464||180717||9346||1747||36938||21057||17981||12418||15523||2336||213835||331181
|-
| Mean||2.88||2.64||2.70||2.30||2.99||1.90||1.93||2.82||2.15||2.25||2.91||2.75
|-
| rowspan="7"|World History||5||6296||4926||260||31||1921||244||168||526||299||51||7722||11222
|-
| 4||8766||8188||402||70||2570||591||451||726||577||84||11483||16954
|-
| 3||12593||13777||696||130||3841||1357||1067||1079||1301||215||16684||26370
|-
| 2||10102||14503||690||131||3166||1990||1754||1058||1714||249||13853||24605
|-
| 1||7472||14396||743||128||1951||3754||2939||807||2727||344||8475||21868
|-
| Total||45229||55790||2791||490||13449||7936||6379||4196||6618||943||58217||101019
|-
| Mean||2.92||2.55||2.55||2.48||2.95||1.94||1.93||2.79||2.09||2.20||2.93||2.71
|-
| rowspan="6"|Number of Students at Each Grade Level||9/10||101538||124905||5760||935||30886||14085||17858||9133||15675||1879||130232||226443
|-
| 11||232003||309833||12672||2918||60620||34079||36140||19844||32393||4088||339082||541836
|-
| 12||263655||340942||13422||2986||66847||40389||31527||19353||32595||4974||392504||604597
|-
| <9||1198||1941||45||2||61||16||2041||44||762||5||163||3139
|-
| Not HS||25269||30885||9347||243||4091||4005||3941||1894||3949||496||28188||56154
|-
| Total||623663||808506||41246||7084||162505||92574||91507||50268||85374||11442||890169||1432169
|}
</center>

===2007 AP Exam Scores (Genders and Grace Levels) (Log Transformation)===

The table below is a transformation of the 2007 USA AP Exam Score Distribution table above. The style of the table was reformatted and the data was changed by adding 1 to the numbers and then taking a logarithm of result (<math>log_{10}(data+1)</math>). Also, the missing data present in the previous table have been substituted with zeroes.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| '''Examination_Grade'''||'''Discipline'''||'''Sex'''||'''Not_Stated'''||'''American_Indian'''||'''Asian'''||'''Black'''||'''Mexican_American'''||'''Other'''||'''Other_Hispanic'''||'''Puerto_Rican'''||'''White'''||'''Total'''
|-
| 5||Art_History||Male||1.44715803||0||2.12057393||0.77815125||1.30103||1.54406804||1.43136376||0.77815125||2.68484536||2.86391738
|-
| 4||Art_History||Male||1.68124124||0.77815125||2.39093511||1.36172784||1.75587486||1.88081359||1.93951925||0.84509804||2.92220628||3.13924922
|-
| 3||Art_History||Male||1.86332286||0.95424251||2.42813479||1.60205999||1.90848502||1.96378783||2.07554696||1||2.96894968||3.20817253
|-
| 2||Art_History||Male||1.56820172||0.47712125||2.32014629||1.70757018||1.8920946||1.71600334||2.05690485||1.14612804||2.77232171||3.0576661
|-
| 1||Art_History||Male||1.86923172||0.69897||2.30535137||1.95904139||2.12385164||1.73239376||2.18469143||1.25527251||2.75966784||3.11293998
|-
| 5||Biology||Male||2.57170883||1.41497335||3.54924856||2.21484385||2.29225607||2.76715587||2.48429984||1.73239376||3.92329584||4.13411333
|-
| 4||Biology||Male||2.5797836||1.69897||3.42520805||2.49136169||2.44090908||2.7458552||2.5728716||1.76342799||3.92262167||4.11484441
|-
| 3||Biology||Male||2.55870857||1.8260748||3.33865567||2.61384182||2.61172331||2.69983773||2.63548375||1.93449845||3.91787296||4.10441882
|-
| 2||Biology||Male||2.61172331||1.88649073||3.2929203||2.82151353||2.83186977||2.67209786||2.76492298||2.06445799||3.8668188||4.09025805
|-
| 1||Biology||Male||2.46686762||1.73239376||3.03862016||3.01494035||2.8585372||2.48713838||2.78887512||1.91907809||3.4998245||3.86658268
|-
| 5||Calculus_AB||Male||2.77887447||1.8260748||3.65176245||2.45024911||2.62324929||2.84385542||2.74741181||1.89762709||4.25968942||4.40426911
|-
| 4||Calculus_AB||Male||2.71011737||1.81291336||3.50528567||2.63748973||2.66370093||2.76566855||2.71850169||1.86332286||4.16289284||4.309545
|-
| 3||Calculus_AB||Male||2.71432976||1.8920946||3.45438747||2.72672721||2.85308953||2.75739603||2.80821097||1.97312785||4.13174695||4.29079118
|-
| 2||Calculus_AB||Male||2.58433122||1.90848502||3.35372394||2.74818803||2.86332286||2.68124124||2.77670118||1.88649073||4.01389006||4.18991121
|-
| 1||Calculus_AB||Male||2.84941941||2.17026172||3.50365452||3.29380436||3.30578115||2.83058867||3.14860265||2.30319606||4.14363924||4.38437134
|-
| 5||Calculus_BC||Male||2.63144377||1.60205999||3.69019608||2.17318627||2.32633586||2.75511227||2.52113808||1.76342799||4.03454825||4.24323654
|-
| 4||Calculus_BC||Male||2.18469143||1.30103||3.18723862||2.06069784||2.06069784||2.38560627||2.26245109||1.39794001||3.61023418||3.81029974
|-
| 3||Calculus_BC||Male||2.22530928||1.23044892||3.18695634||2.18469143||2.30535137||2.35024802||2.29885308||1.32221929||3.59516541||3.80962704
|-
| 2||Calculus_BC||Male||1.75587486||1.11394335||2.67851838||1.81291336||1.93951925||1.80617997||1.8260748||1||3.10037055||3.32056168
|-
| 1||Calculus_BC||Male||2.06818586||1.20411998||3.00603795||2.30963017||2.35410844||2.19589965||2.30749604||1.32221929||3.38614211||3.64177147
|-
| 5||Chemistry||Male||2.34830486||1.20411998||3.42028588||1.98677173||1.85125835||2.52504481||2.13672057||1.32221929||3.74562122||3.95861166
|-
| 4||Chemistry||Male||2.43933269||1.41497335||3.35063561||2.22010809||2.15836249||2.51982799||2.29446623||1.54406804||3.79330135||3.98322021
|-
| 3||Chemistry||Male||2.45484486||1.73239376||3.34183006||2.42813479||2.39967372||2.62117628||2.47275645||1.72427587||3.89036512||4.06385855
|-
| 2||Chemistry||Male||2.34242268||1.65321251||3.16465022||2.42975228||2.40483372||2.4440448||2.42813479||1.71600334||3.76110054||3.93490226
|-
| 1||Chemistry||Male||2.49554434||1.83884909||3.20139712||2.95808585||2.89652622||2.60852603||2.78746047||1.91381385||3.76260355||4.02325246
|-
| 5||Chinese_Lang._&_Cultures||Male||1.66275783||0||2.89762709||0||0||0.95424251||0||0||1.11394335||2.93196611
|-
| 4||Chinese_Lang._&_Cultures||Male||0.69897||0||2.11058971||0||0||0.60205999||0||0||1.04139269||2.16435286
|-
| 3||Chinese_Lang._&_Cultures||Male||0.69897||0||1.66275783||0||0||0.47712125||0||0||1.11394335||1.81954394
|-
| 2||Chinese_Lang._&_Cultures||Male||0.30103||0||0.90308999||0||0||0.47712125||0||0||0.60205999||1.17609126
|-
| 1||Chinese_Lang._&_Cultures||Male||0||0||0.95424251||0||0||0.30103||0||0||0.90308999||1.25527251
|-
| 5||Computer_Science_A||Male||1.65321251||0.69897||2.74973632||1.36172784||1.36172784||1.94939001||1.65321251||1.11394335||3.20139712||3.37785242
|-
| 4||Computer_Science_A||Male||1.87506126||0.84509804||2.77451697||1.68124124||1.74036269||2.0374265||1.88649073||1.14612804||3.26458173||3.44886085
|-
| 3||Computer_Science_A||Male||1.62324929||1.11394335||2.55870857||1.53147892||1.62324929||1.79934055||1.69019608||1||3.04921802||3.23729234
|-
| 2||Computer_Science_A||Male||1.36172784||0.77815125||2.32428246||1.50514998||1.44715803||1.66275783||1.62324929||1||2.86332286||3.04921802
|-
| 1||Computer_Science_A||Male||2.01703334||1.30103||2.87448182||2.48429984||2.25527251||2.20682588||2.35218252||1.462398||3.31365635||3.58251788
|-
| 5||Computer_Science_AB||Male||1.47712125||0.47712125||2.57054294||1.14612804||1.07918125||1.72427587||1.17609126||0.84509804||2.97127585||3.15654915
|-
| 4||Computer_Science_AB||Male||1||0.47712125||2.30103||0.95424251||1.17609126||1.43136376||1.04139269||0.60205999||2.74896286||2.92012333
|-
| 3||Computer_Science_AB||Male||1.462398||0.30103||2.30103||1.07918125||1||1.5797836||1.2787536||0.47712125||2.68394713||2.89652622
|-
| 2||Computer_Science_AB||Male||1.17609126||0.47712125||2.0374265||1||0.47712125||1.17609126||1.07918125||0.30103||2.38201704||2.60422605
|-
| 1||Computer_Science_AB||Male||1.41497335||0.77815125||2.25285303||1.41497335||1.44715803||1.53147892||1.462398||0.60205999||2.69635639||2.91434316
|-
| 5||Economics_Macro||Male||2.12057393||1.04139269||3.0374265||1.66275783||1.89762709||2.26481782||2.1430148||1.11394335||3.52530401||3.70225816
|-
| 4||Economics_Macro||Male||2.36548798||1.462398||3.19284612||2.14921911||2.24054925||2.46686762||2.50105926||1.51851394||3.74849813||3.92293296
|-
| 3||Economics_Macro||Male||2.13353891||1.32221929||2.92941893||2.161368||2.32633586||2.2764618||2.39269695||1.2787536||3.53453376||3.71891669
|-
| 2||Economics_Macro||Male||2.21748394||1.2787536||2.920645||2.28103337||2.4345689||2.2787536||2.42160393||1.54406804||3.50324577||3.71155417
|-
| 1||Economics_Macro||Male||2.38021124||1.63346846||2.97358962||2.79448805||2.87794695||2.40483372||2.84571802||1.92941893||3.5537617||3.85811593
|-
| 5||Economics_Micro||Male||2.0374265||1||2.91487182||1.47712125||1.60205999||2.17026172||1.79239169||0.90308999||3.39392601||3.56796691
|-
| 4||Economics_Micro||Male||2.20951501||1.23044892||3.03582983||1.97312785||2.04532298||2.33041377||2.23299611||1.32221929||3.593729||3.76282855
|-
| 3||Economics_Micro||Male||2.10380372||1.07918125||2.80550086||2.04532298||2.04921802||2.14921911||2.21748394||1.39794001||3.4295908||3.60346916
|-
| 2||Economics_Micro||Male||1.92427929||1||2.60530505||2.06445799||2.04921802||1.96848295||2.00860017||1.20411998||3.23729234||3.42406453
|-
| 1||Economics_Micro||Male||2.08278537||0.95424251||2.64147411||2.5563025||2.45636603||2.10037055||2.45331834||1.78532984||3.22634209||3.52646851
|-
| 5||English_Lang._&_Composition||Male||2.48429984||1.41497335||3.19368103||2.16731733||2.12057393||2.61384182||2.36921586||1.5563025||3.86445175||4.00706466
|-
| 4||English_Lang._&_Composition||Male||2.75511227||1.92941893||3.40823997||2.63144377||2.68752896||2.86981821||2.77158748||1.89762709||4.15103258||4.29426777
|-
| 3||English_Lang._&_Composition||Male||2.94890176||2.22010809||3.57875378||3.07736791||3.14144977||3.06707086||3.11660774||2.33645973||4.33998777||4.50497351
|-
| 2||English_Lang._&_Composition||Male||2.99913054||2.38201704||3.52244423||3.35179631||3.43996394||3.02366392||3.31344537||2.4456042||4.21714164||4.46898206
|-
| 1||English_Lang._&_Composition||Male||2.63447727||2.06069784||2.95951838||3.29136885||3.28668097||2.56937391||3.13672057||2.161368||3.6349808||4.06224344
|-
| 5||English_Lit._&_Composition||Male||2.32633586||1.11394335||2.91698005||1.77815125||1.8573325||2.43933269||2.03342376||1.2787536||3.69072754||3.81177602
|-
| 4||English_Lit._&_Composition||Male||2.80071708||1.93951925||3.41128291||2.57170883||2.54900326||2.85064624||2.72427587||1.96848295||4.20539385||4.33031229
|-
| 3||English_Lit._&_Composition||Male||3.0277572||2.22530928||3.58069694||3.07591176||3.04727487||3.05307844||3.10414555||2.3783979||4.40913816||4.55185239
|-
| 2||English_Lit._&_Composition||Male||3.01029996||2.34044411||3.55047296||3.40500467||3.35812529||3.03181227||3.27207379||2.48429984||4.28418249||4.50650503
|-
| 1||English_Lit._&_Composition||Male||2.59988307||1.99122608||3.00817418||3.3533391||3.10105935||2.54282543||3.03382569||2.13353891||3.57100967||4.01346923
|-
| 5||Environmental_Science||Male||2||0.90308999||2.68484536||1.5563025||1.67209786||2.06069784||1.8920946||1.17609126||3.3872118||3.5203525
|-
| 4||Environmental_Science||Male||2.28330123||1.20411998||2.86451108||2.08635983||2.15228834||2.34439227||2.35602586||1.53147892||3.65021035||3.78866321
|-
| 3||Environmental_Science||Male||2.12385164||1.2787536||2.70757018||2.17609126||2.06818586||2.2380461||2.2787536||1.36172784||3.47099817||3.62991904
|-
| 2||Environmental_Science||Male||2.15228834||1.2787536||2.62324929||2.24054925||2.13672057||2.15533604||2.32428246||1.41497335||3.38363587||3.56620172
|-
| 1||Environmental_Science||Male||2.34439227||1.5563025||2.78103694||2.8162413||2.56110138||2.33243846||2.69548168||1.77815125||3.45055701||3.73759017
|-
| 5||European_History||Male||2.23044892||1.11394335||2.92634245||1.71600334||1.80617997||2.3283796||2.161368||1.34242268||3.61479179||3.75081684
|-
| 4||European_History||Male||2.43775056||1.5797836||3.09061071||2.08635983||2.13353891||2.5575072||2.39619935||1.5797836||3.82380015||3.95937534
|-
| 3||European_History||Male||2.66838592||1.87506126||3.2828486||2.56584782||2.62736586||2.77085201||2.66931688||1.91381385||4.07025958||4.20784971
|-
| 2||European_History||Male||2.18184359||1.41497335||2.73399929||2.19865709||2.2380461||2.24551267||2.26481782||1.47712125||3.50906805||3.66857227
|-
| 1||European_History||Male||2.47712125||1.69019608||2.97680834||2.78461729||2.77524626||2.50105926||2.72754126||1.96378783||3.7243578||3.94141204
|-
| 5||French:_Language||Male||1.53147892||0.30103||1.83250891||1.73239376||0.90308999||1.70757018||1.30103||0.30103||2.67302091||2.84633711
|-
| 4||French:_Language||Male||1.43136376||0.47712125||2.00432137||1.88649073||1.32221929||1.79934055||1.38021124||0.47712125||2.75891189||2.94694327
|-
| 3||French:_Language||Male||1.78532984||0.60205999||2.40993312||2.06445799||1.79934055||1.97772361||1.88081359||0.47712125||3.05842602||3.25791845
|-
| 2||French:_Language||Male||1.74036269||0.90308999||2.18752072||1.78532984||1.75587486||1.66275783||1.72427587||0.30103||2.86569606||3.06520613
|-
| 1||French:_Language||Male||1.69019608||0.77815125||2.20139712||1.95424251||1.97312785||1.70757018||2||0.95424251||2.86746749||3.10957855
|-
| 5||French:_Literature||Male||0.84509804||0||1.20411998||0.69897||0.69897||0.84509804||0.77815125||0||1.8920946||2.07554696
|-
| 4||French:_Literature||Male||0.77815125||0||1.04139269||0.84509804||0.47712125||1||0.69897||0||1.8920946||2.06069784
|-
| 3||French:_Literature||Male||1.07918125||0||1.11394335||0.84509804||0.47712125||0.77815125||1||0||1.88081359||2.08635983
|-
| 2||French:_Literature||Male||0.90308999||0||1.14612804||1||0.77815125||0.69897||0.60205999||0||1.77815125||2.00860017
|-
| 1||French:_Literature||Male||0.30103||0||0.84509804||0.90308999||0.30103||0.95424251||1||0||1.73239376||1.93449845
|-
| 5||German:_Language||Male||1.2787536||0.30103||1.36172784||0.84509804||0.30103||1.39794001||0.90308999||0.30103||2.58546073||2.66745295
|-
| 4||German:_Language||Male||1.07918125||0.47712125||1.62324929||0.77815125||0.90308999||1.36172784||0.90308999||0||2.64246452||2.72754126
|-
| 3||German:_Language||Male||1.2787536||0.47712125||1.5563025||0.69897||0.77815125||1.34242268||1||0||2.70500796||2.77887447
|-
| 2||German:_Language||Male||1.17609126||0.47712125||1.54406804||0.84509804||0.69897||1.23044892||1.07918125||0.69897||2.64345268||2.72509452
|-
| 1||German:_Language||Male||1.07918125||0.84509804||1.49136169||1.11394335||1.17609126||1.14612804||1.20411998||0.60205999||2.49415459||2.61909333
|-
| 5||Government_Politics_Comp.||Male||1.62324929||0.47712125||2.22010809||1.25527251||1.30103||1.72427587||1.5797836||0.69897||2.96378783||3.09933528
|-
| 4||Government_Politics_Comp.||Male||1.73239376||0.84509804||2.24551267||1.38021124||1.47712125||1.81291336||1.65321251||0.90308999||3.02571538||3.16494737
|-
| 3||Government_Politics_Comp.||Male||1.73239376||0.90308999||2.23044892||1.59106461||1.56820172||1.86923172||1.67209786||1.14612804||3.02284061||3.1728947
|-
| 2||Government_Politics_Comp.||Male||1.69019608||0.77815125||2.2121876||1.78532984||1.56820172||1.77815125||1.74818803||1||3.02036128||3.1708482
|-
| 1||Government_Politics_Comp.||Male||1.69019608||1||2.08635983||1.98227123||1.77085201||1.65321251||1.69897||1.04139269||2.80550086||3.03059972
|-
| 5||Government_Politics_U.S.||Male||2.19589965||1.11394335||2.84509804||1.81954394||1.91381385||2.29666519||1.91907809||1.23044892||3.61119206||3.73183042
|-
| 4||Government_Politics_U.S.||Male||2.6794279||1.77085201||3.30685375||2.38381537||2.53275438||2.76641285||2.67577834||1.86332286||4.08300067||4.21420783
|-
| 3||Government_Politics_U.S.||Male||2.76342799||1.94939001||3.42308196||2.79934055||2.86033801||2.83884909||2.89153746||2.04921802||4.18579705||4.33415205
|-
| 2||Government_Politics_U.S.||Male||2.84571802||2.1172713||3.46254773||3.08098705||3.14519641||2.89320675||3.08421869||2.19589965||4.14578667||4.35158374
|-
| 1||Government_Politics_U.S.||Male||2.49692965||1.75587486||3.06632593||3.11193428||3.10071509||2.53655844||3.04883009||2.05690485||3.56419246||3.96969541
|-
| 5||Human_Geography||Male||1.65321251||0.95424251||2.42813479||1.44715803||1.39794001||1.85125835||1.74818803||1||3.10105935||3.2469907
|-
| 4||Human_Geography||Male||1.88649073||0.95424251||2.49276039||1.86332286||1.72427587||1.97772361||2.09691001||1.14612804||3.25285303||3.4046627
|-
| 3||Human_Geography||Male||1.94939001||1.04139269||2.49831055||2.14612804||1.94939001||2.05690485||2.29885308||1.41497335||3.29114676||3.46686762
|-
| 2||Human_Geography||Male||1.83884909||0.90308999||2.31597035||2.20411998||1.99563519||1.80617997||2.1903317||1.51851394||3.09096308||3.30535137
|-
| 1||Human_Geography||Male||2.13353891||1.30103||2.47129171||2.84260924||2.39445168||2.1271048||2.57634135||1.85125835||3.2161659||3.5581083
|-
| 5||Italian_Language||Male||0.60205999||0||0.30103||0.30103||0.30103||0.84509804||0.84509804||0||1.73239376||1.86923172
|-
| 4||Italian_Language||Male||0.60205999||0||0.30103||0||0.47712125||0.77815125||1.07918125||0||1.60205999||1.79239169
|-
| 3||Italian_Language||Male||0.69897||0||0.90308999||0.30103||0.77815125||0.69897||1.14612804||0.47712125||1.96378783||2.10720997
|-
| 2||Italian_Language||Male||0.30103||0||0.95424251||0.47712125||0.30103||0.69897||1.11394335||0.60205999||1.92427929||2.06069784
|-
| 1||Italian_Language||Male||0.60205999||0||0.90308999||0.60205999||0.60205999||0.77815125||1.14612804||0.47712125||2.13672057||2.2380461
|-
| 5||Japanese_Lang._&_Culture||Male||1.11394335||0||2.22271647||0.30103||0||1.20411998||0.30103||0||1.20411998||2.32428246
|-
| 4||Japanese_Lang._&_Culture||Male||0.69897||0||1.5563025||0.30103||0||0.60205999||0.30103||0||1.30103||1.80617997
|-
| 3||Japanese_Lang._&_Culture||Male||0.90308999||0||1.8260748||0.69897||0.47712125||0.69897||0.30103||0||1.68124124||2.12057393
|-
| 2||Japanese_Lang._&_Culture||Male||0.47712125||0||1.49136169||0.60205999||0||0.84509804||0.30103||0||1.43136376||1.83884909
|-
| 1||Japanese_Lang._&_Culture||Male||1||0||1.68124124||0.84509804||0.77815125||1.07918125||0.90308999||0||1.88649073||2.21484385
|-
| 5||Latin:_Literature||Male||1.04139269||0||1.68124124||0.30103||0.30103||1||0.60205999||0.30103||2.22530928||2.38021124
|-
| 4||Latin:_Literature||Male||1||0||1.53147892||0.84509804||0.47712125||1.14612804||0.30103||0||2.25527251||2.38738983
|-
| 3||Latin:_Literature||Male||1.17609126||0||1.72427587||1.14612804||0.95424251||1.2787536||0.60205999||0||2.53529412||2.65417654
|-
| 2||Latin:_Literature||Male||1||0||1.44715803||0.95424251||0.60205999||1.07918125||0.60205999||0||2.33445375||2.44247977
|-
| 1||Latin:_Literature||Male||1.30103||0.69897||1.76342799||1.30103||0.95424251||1.30103||1.17609126||0.60205999||2.61384182||2.74350976
|-
| 5||Latin:_Vergil||Male||1.07918125||0||1.85125835||0.90308999||0.69897||1.44715803||0.69897||0||2.56466606||2.69019608
|-
| 4||Latin:_Vergil||Male||1.2787536||0.60205999||1.65321251||0.84509804||0.84509804||1.38021124||0.90308999||0.47712125||2.60638137||2.71011737
|-
| 3||Latin:_Vergil||Male||1.11394335||0.47712125||1.8573325||1.20411998||0.60205999||1.34242268||1||0.30103||2.71011737||2.81090428
|-
| 2||Latin:_Vergil||Male||1.25527251||0.30103||1.60205999||0.95424251||0.90308999||1.17609126||1.11394335||0.30103||2.57634135||2.67760695
|-
| 1||Latin:_Vergil||Male||1.34242268||0.69897||1.462398||1.17609126||1.17609126||1.17609126||0.95424251||0.30103||2.5390761||2.65321251
|-
| 5||Music_Theory||Male||1.73239376||0.77815125||2.2380461||1.34242268||1.17609126||1.54406804||1.43136376||0.90308999||3.01199311||3.13353891
|-
| 4||Music_Theory||Male||1.5797836||0.95424251||2.13353891||1.56820172||1.462398||1.61278386||1.41497335||1.04139269||2.98181861||3.10653085
|-
| 3||Music_Theory||Male||1.70757018||1.11394335||2.26007139||1.80617997||1.69897||1.77815125||1.84509804||1.34242268||3.13893394||3.2743888
|-
| 2||Music_Theory||Male||1.90308999||0.90308999||2.19865709||2.04139269||1.86923172||1.72427587||1.95904139||1.41497335||3.11226977||3.2757719
|-
| 1||Music_Theory||Male||1.62324929||1.07918125||1.88649073||2.09691001||1.71600334||1.61278386||1.97312785||1.20411998||2.74896286||3.00518051
|-
| 5||Physics_B||Male||2.20139712||1.30103||3.15715444||1.66275783||1.75587486||2.35218252||2.04532298||1.36172784||3.61002102||3.78838052
|-
| 4||Physics_B||Male||2.24797327||1.32221929||3.03862016||1.96378783||2.01703334||2.26481782||2.19865709||1.47712125||3.64630568||3.79795964
|-
| 3||Physics_B||Male||2.42160393||1.462398||3.20167018||2.29885308||2.39967372||2.52374647||2.43616265||1.50514998||3.81829189||3.97982143
|-
| 2||Physics_B||Male||2.19865709||1.53147892||3.00475116||2.34044411||2.40654018||2.27415785||2.41161971||1.59106461||3.59461351||3.78433195
|-
| 1||Physics_B||Male||2.27184161||1.53147892||2.98677173||2.71349054||2.78461729||2.34635297||2.64246452||1.73239376||3.49485002||3.78880449
|-
| 5||Physics_C:_Elec._&_Magnet.||Male||1.89762709||0.84509804||2.9380191||1.38021124||1.32221929||2.03342376||1.71600334||0.60205999||3.25959388||3.47304881
|-
| 4||Physics_C:_Elec._&_Magnet.||Male||1.76342799||1||2.74896286||1.49136169||1.462398||1.83250891||1.67209786||0.95424251||3.12678058||3.33122478
|-
| 3||Physics_C:_Elec._&_Magnet.||Male||1.30103||0.47712125||2.40140054||1.47712125||1.41497335||1.41497335||1.25527251||0.69897||2.78958071||2.99475694
|-
| 2||Physics_C:_Elec._&_Magnet.||Male||1.66275783||0.69897||2.47421626||1.54406804||1.44715803||1.65321251||1.5563025||0.90308999||2.92788341||3.1271048
|-
| 1||Physics_C:_Elec._&_Magnet.||Male||1.51851394||0||2.32633586||1.47712125||1.462398||1.56820172||1.71600334||0.69897||2.72263392||2.96331551
|-
| 5||Physics_C:_Mechanics||Male||2.11058971||1.20411998||3.16106839||1.56820172||1.68124124||2.23299611||1.94939001||1.23044892||3.51917146||3.7204074
|-
| 4||Physics_C:_Mechanics||Male||2.15228834||1.04139269||3.0187005||1.73239376||1.79239169||2.1903317||2.04921802||1.30103||3.5126844||3.68556261
|-
| 3||Physics_C:_Mechanics||Male||1.99122608||1.2787536||2.8350561||1.89762709||1.89762709||2.06818586||2.0211893||1.23044892||3.41497335||3.57863921
|-
| 2||Physics_C:_Mechanics||Male||1.81291336||1.11394335||2.66181269||1.91381385||1.79239169||1.81954394||1.99563519||1.2787536||3.21005085||3.39427653
|-
| 1||Physics_C:_Mechanics||Male||1.8573325||1||2.65705585||2.1430148||2.14921911||1.95904139||2.13987909||1.32221929||3.10414555||3.36716949
|-
| 5||Psychology||Male||2.37657696||1.43136376||3.09025805||2.07188201||1.99122608||2.44870632||2.32014629||1.47712125||3.71733758||3.87157294
|-
| 4||Psychology||Male||2.51587384||1.5563025||3.18184359||2.5132176||2.30103||2.6009729||2.61489722||1.83250891||3.88553083||4.03996903
|-
| 3||Psychology||Male||2.43136376||1.66275783||3.0322157||2.56110138||2.34830486||2.47129171||2.5378191||1.77085201||3.76469906||3.92885653
|-
| 2||Psychology||Male||2.22271647||1.53147892||2.8350561||2.55870857||2.25767857||2.33243846||2.42651126||1.72427587||3.53453376||3.73070154
|-
| 1||Psychology||Male||2.50242712||1.65321251||3.00603795||3.00475116||2.64048144||2.48429984||2.79726754||1.91381385||3.58568628||3.88553083
|-
| 5||Spanish_Language||Male||2.26717173||0.60205999||2.45484486||1.43136376||3.38327665||2.14612804||3.34222523||2.06069784||3.08707121||3.81862173
|-
| 4||Spanish_Language||Male||2.43136376||0.90308999||2.6580114||1.84509804||3.49679132||2.24551267||3.34222523||2.161368||3.34163234||3.93701611
|-
| 3||Spanish_Language||Male||2.30749604||1.11394335||2.64933486||1.90848502||3.37199091||2.1931246||3.15442397||2.07554696||3.32118403||3.83803008
|-
| 2||Spanish_Language||Male||2.33243846||1.25527251||2.68574174||2.04532298||3.28103337||2.1430148||3.06370856||2.06445799||3.36021461||3.80861604
|-
| 1||Spanish_Language||Male||2.44870632||1.38021124||2.7176705||2.51188336||3.2250507||2.28103337||2.99387691||2.02938378||3.47928732||3.85260197
|-
| 5||Spanish_Literature||Male||1.36172784||0||1.36172784||0.60205999||2.11058971||1.11394335||2.161368||0.60205999||2.07554696||2.6560982
|-
| 4||Spanish_Literature||Male||1.41497335||0.30103||1.75587486||0.77815125||2.57518784||1.34242268||2.45024911||1.07918125||2.23552845||2.97634998
|-
| 3||Spanish_Literature||Male||1.32221929||0.30103||1.65321251||0.95424251||2.79795964||1.43136376||2.62221402||1.17609126||2.18184359||3.1172713
|-
| 2||Spanish_Literature||Male||1.25527251||0||1.30103||0.77815125||2.57170883||0.95424251||2.34242268||1.07918125||1.96378783||2.87098881
|-
| 1||Spanish_Literature||Male||1.81291336||0.30103||1.34242268||1.32221929||2.83947805||1.34242268||2.62736586||1.34242268||2.1903317||3.15106325
|-
| 5||Statistics||Male||2.2121876||1.07918125||3.21510858||1.71600334||1.76342799||2.35602586||2.01703334||1.34242268||3.68385721||3.85125835
|-
| 4||Statistics||Male||2.45484486||1.67209786||3.31993844||2.1931246||2.20411998||2.50242712||2.40654018||1.56820172||3.91019737||4.05960128
|-
| 3||Statistics||Male||2.49554434||1.69897||3.26834391||2.44870632||2.43616265||2.56584782||2.57403127||1.62324929||3.92613657||4.07863804
|-
| 2||Statistics||Male||2.37474835||1.56820172||3.0322157||2.50514998||2.40993312||2.38381537||2.462398||1.70757018||3.70104963||3.87662192
|-
| 1||Statistics||Male||2.55022835||1.73239376||3.16790781||3.02325246||2.79726754||2.5575072||2.78031731||2.04532298||3.71891669||3.99409709
|-
| 5||Studio_Art:_2-D_Design||Male||1.17609126||0.30103||1.67209786||1.20411998||1.23044892||1.38021124||1.51851394||0.47712125||2.50920252||2.673942
|-
| 4||Studio_Art:_2-D_Design||Male||1.5563025||0.90308999||1.90848502||1.60205999||1.53147892||1.43136376||1.62324929||0.90308999||2.68841982||2.8785218
|-
| 3||Studio_Art:_2-D_Design||Male||1.71600334||1||1.96848295||1.97772361||1.8260748||1.56820172||1.8573325||1.20411998||2.92116605||3.10311925
|-
| 2||Studio_Art:_2-D_Design||Male||1.68124124||1.14612804||1.8920946||1.97772361||1.81291336||1.53147892||1.92427929||1.17609126||2.78746047||3.01619735
|-
| 1||Studio_Art:_2-D_Design||Male||1.07918125||0.47712125||1.23044892||1.56820172||1.38021124||1.11394335||1.462398||0.77815125||2.11058971||2.41830129
|-
| 5||Studio_Art:_3-D_Design||Male||0.47712125||0||0.47712125||0.47712125||0.47712125||0.47712125||0.90308999||0||1.88649073||1.97312785
|-
| 4||Studio_Art:_3-D_Design||Male||0.84509804||0.30103||1||0.77815125||0.95424251||0.30103||1.11394335||0.30103||1.91381385||2.09691001
|-
| 3||Studio_Art:_3-D_Design||Male||1.20411998||0||1.25527251||0.95424251||1.38021124||1.20411998||1.30103||0||2.31806333||2.48429984
|-
| 2||Studio_Art:_3-D_Design||Male||1.04139269||0.47712125||1.20411998||1.17609126||1.32221929||1.11394335||1.23044892||0.47712125||2.12385164||2.35024802
|-
| 1||Studio_Art:_3-D_Design||Male||0.30103||0||1||0.77815125||1||0.90308999||0.95424251||0||1.47712125||1.83884909
|-
| 5||Studio_Art:_Drawing||Male||1.25527251||0||1.74818803||1.462398||1.20411998||1.30103||1.50514998||0.84509804||2.40483372||2.62838893
|-
| 4||Studio_Art:_Drawing||Male||1.25527251||0.69897||1.95424251||1.56820172||1.67209786||1.25527251||1.69019608||0.69897||2.54900326||2.78887512
|-
| 3||Studio_Art:_Drawing||Male||1.74036269||1||2.17609126||2.02938378||1.99563519||1.78532984||1.98677173||1.34242268||2.91115761||3.14860265
|-
| 2||Studio_Art:_Drawing||Male||1.70757018||0.95424251||2.0211893||2.06818586||2.02938378||1.60205999||1.90848502||0.95424251||2.73158877||3.0211893
|-
| 1||Studio_Art:_Drawing||Male||1.30103||0.84509804||1.462398||1.86923172||1.61278386||1.20411998||1.54406804||0.95424251||2.10037055||2.54282543
|-
| 5||US_History||Male||2.75281643||1.72427587||3.47914325||2.4456042||2.45939249||2.89320675||2.65224634||1.83250891||4.1371008||4.28336908
|-
| 4||US_History||Male||2.95085146||2.13987909||3.60390183||2.83821922||2.90091307||3.09864373||2.96047078||2.14921911||4.38210714||4.51771041
|-
| 3||US_History||Male||2.98497713||2.17026172||3.58263144||3.04766419||3.07664044||3.07261748||3.06929801||2.24054925||4.40114196||4.54349688
|-
| 2||US_History||Male||3.03901732||2.35218252||3.58500928||3.30384377||3.35602586||3.10687054||3.25139485||2.43775056||4.39315386||4.57406601
|-
| 1||US_History||Male||2.93449845||2.30103||3.39984671||3.550106||3.50704587||2.94939001||3.34004732||2.49831055||4.08461202||4.41279643
|-
| 5||World_History||Male||2.15533604||1.34242268||3.02530587||2.0211893||2.0374265||2.46389299||2.2380461||1.51851394||3.64038204||3.79913369
|-
| 4||World_History||Male||2.34635297||1.54406804||3.11025292||2.39619935||2.42813479||2.54530712||2.4578819||1.64345268||3.78031731||3.94285101
|-
| 3||World_History||Male||2.55022835||1.86332286||3.25671775||2.73078228||2.75050839||2.68033551||2.78103694||2.02530587||3.90730385||4.10016369
|-
| 2||World_History||Male||2.48144263||1.68124124||3.1271048||2.89817648||2.90579588||2.5774918||2.87448182||2.04532298||3.74710093||4.00445035
|-
| 1||World_History||Male||2.45024911||1.69019608||2.83695674||3.08707121||3.03582983||2.41497335||2.97220284||2.13672057||3.45024911||3.87349498
|-
| 5||Art_History||Female||1.77815125||0.95424251||2.34635297||1.38021124||1.43136376||1.94939001||1.59106461||0.60205999||3.00173371||3.16731733
|-
| 4||Art_History||Female||2.05690485||1||2.6294096||1.72427587||1.91907809||2.17318627||2.10720997||1.11394335||3.25430633||3.44153804
|-
| 3||Art_History||Female||2.07554696||1.25527251||2.64836001||2.01283722||2.12057393||2.18184359||2.36361198||1.462398||3.31555053||3.51706387
|-
| 2||Art_History||Female||1.94939001||1.17609126||2.48287358||1.98227123||2.16731733||2.05307844||2.25285303||1.36172784||3.1383027||3.36791474
|-
| 1||Art_History||Female||1.95424251||1.2787536||2.47567119||2.2787536||2.33445375||2||2.49136169||1.39794001||3.06557971||3.38093446
|-
| 5||Biology||Female||2.5563025||1.43136376||3.54307424||2.372912||2.08990511||2.75358306||2.40993312||1.64345268||3.91492465||4.12447162
|-
| 4||Biology||Female||2.59439255||1.71600334||3.46374372||2.69897||2.40140054||2.82477646||2.54900326||1.88081359||4.01148586||4.18932184
|-
| 3||Biology||Female||2.67486114||1.87506126||3.44326299||2.86569606||2.62013605||2.83122969||2.7466342||1.99122608||4.0611885||4.23837233
|-
| 2||Biology||Female||2.77085201||2.07188201||3.44388855||3.15472821||2.94349452||2.92168648||2.95472479||2.19865709||4.11693965||4.31741559
|-
| 1||Biology||Female||2.64933486||2||3.26221371||3.40688067||3.16256441||2.76937733||3.13097669||2.30535137||3.84029433||4.18859104
|-
| 5||Calculus_AB||Female||2.55990663||1.2787536||3.54715912||2.36548798||2.29885308||2.70415052||2.53655844||1.5797836||4.05407656||4.21864052
|-
| 4||Calculus_AB||Female||2.5865873||1.67209786||3.48855072||2.6242821||2.5301997||2.77597433||2.6294096||1.80617997||4.09916249||4.25326529
|-
| 3||Calculus_AB||Female||2.66931688||1.8920946||3.50105926||2.83378437||2.7686381||2.7930916||2.75966784||1.94448267||4.12632626||4.29305302
|-
| 2||Calculus_AB||Female||2.56466606||1.80617997||3.39585038||2.93399316||2.85551916||2.72345567||2.80277373||1.98677173||4.02661497||4.2143139
|-
| 1||Calculus_AB||Female||2.86510397||2.26951294||3.56690866||3.52750101||3.40432047||2.94841297||3.2801229||2.31386722||4.19200959||4.46338527
|-
| 5||Calculus_BC||Female||2.35793485||1.17609126||3.49789674||2||1.93449845||2.54530712||2.12057393||1.38021124||3.72607487||3.97298923
|-
| 4||Calculus_BC||Female||2.06818586||0.84509804||3.12678058||2.02530587||1.8260748||2.24054925||1.95904139||1.17609126||3.45697301||3.67870043
|-
| 3||Calculus_BC||Female||2.04139269||1||3.14705767||2.1903317||2.12385164||2.20951501||2.14612804||1.36172784||3.51627088||3.73327753
|-
| 2||Calculus_BC||Female||1.69019608||0.84509804||2.69019608||1.87506126||1.78532984||1.88081359||1.79934055||0.95424251||3.05037976||3.28891961
|-
| 1||Calculus_BC||Female||2.03342376||1.2787536||2.98091194||2.46538285||2.33845649||2.22530928||2.28330123||1.04139269||3.35160307||3.62366271
|-
| 5||Chemistry||Female||2.10380372||1.04139269||3.24104815||1.76342799||1.54406804||2.18469143||1.83884909||1.20411998||3.38542751||3.66576855
|-
| 4||Chemistry||Female||2.2380461||1.14612804||3.28126069||2.18184359||1.81291336||2.38560627||2.10380372||1.30103||3.62726342||3.84110908
|-
| 3||Chemistry||Female||2.41329976||1.51851394||3.33765889||2.48144263||2.26245109||2.60959441||2.40993312||1.66275783||3.79351101||3.99440515
|-
| 2||Chemistry||Female||2.31386722||1.51851394||3.19728056||2.62531245||2.39269695||2.50920252||2.46686762||1.69019608||3.75197157||3.94393946
|-
| 1||Chemistry||Female||2.53402611||1.88649073||3.28936595||3.19562294||2.96142109||2.73319727||2.92376196||2.09691001||3.86254877||4.13462329
|-
| 5||Chinese_Lang._&_Cultures||Female||1.51851394||0||3.02897771||0||0||1.11394335||0||0||0.69897||3.04883009
|-
| 4||Chinese_Lang._&_Cultures||Female||0.69897||0||2.13672057||0||0||0.69897||0||0||1.14612804||2.20139712
|-
| 3||Chinese_Lang._&_Cultures||Female||0.90308999||0||1.50514998||0||0||0.30103||0||0||0.90308999||1.69019608
|-
| 2||Chinese_Lang._&_Cultures||Female||0||0||0.90308999||0||0||0.30103||0||0||0.90308999||1.23044892
|-
| 1||Chinese_Lang._&_Cultures||Female||0||0||1.04139269||0||0||0||0||0||1||1.41497335
|-
| 5||Computer_Science_A||Female||0.90308999||0.47712125||2.19589965||0.60205999||0.60205999||1.17609126||0.90308999||0||2.31175386||2.59879051
|-
| 4||Computer_Science_A||Female||0.90308999||0.47712125||2.2764618||1||0.84509804||1.23044892||1.20411998||0.30103||2.39445168||2.6919651
|-
| 3||Computer_Science_A||Female||0.90308999||0||2.09691001||1.14612804||1.04139269||1.07918125||1.14612804||0.60205999||2.29003461||2.57518784
|-
| 2||Computer_Science_A||Female||0.60205999||0.30103||1.93951925||1.04139269||1.23044892||1.17609126||1||0.47712125||2.08278537||2.41830129
|-
| 1||Computer_Science_A||Female||1.62324929||0.60205999||2.46538285||2.2278867||1.8573325||1.75587486||1.94939001||0.84509804||2.62221402||3.05804623
|-
| 5||Computer_Science_AB||Female||0.69897||0||1.86923172||0.47712125||0.30103||1.07918125||0.69897||0||1.92941893||2.25527251
|-
| 4||Computer_Science_AB||Female||0.30103||0||1.69019608||0.47712125||0.60205999||0.77815125||0.69897||0||1.8260748||2.11394335
|-
| 3||Computer_Science_AB||Female||0.30103||0||1.69897||0.47712125||0.47712125||0.84509804||0.60205999||0||1.63346846||2.02530587
|-
| 2||Computer_Science_AB||Female||0.69897||0||1.32221929||0.30103||0.30103||0.47712125||0.60205999||0.30103||1.34242268||1.73239376
|-
| 1||Computer_Science_AB||Female||0.47712125||0.30103||1.67209786||0.69897||0.77815125||0.77815125||0.69897||0.30103||1.76342799||2.10037055
|-
| 5||Economics_Macro||Female||1.77085201||0.69897||2.86391738||1.38021124||1.53147892||1.98227123||1.71600334||0.95424251||3.16672606||3.39269695
|-
| 4||Economics_Macro||Female||2.15836249||0.95424251||3.05728564||2.14612804||2.1172713||2.30963017||2.2787536||1.20411998||3.51653537||3.72032472
|-
| 3||Economics_Macro||Female||2.02938378||1.11394335||2.90091307||2.23044892||2.17609126||2.18752072||2.21484385||1.43136376||3.39550112||3.60841905
|-
| 2||Economics_Macro||Female||2.13987909||1.23044892||2.89542255||2.3283796||2.4345689||2.24551267||2.42651126||1.62324929||3.44963265||3.67384998
|-
| 1||Economics_Macro||Female||2.42160393||1.62324929||3.03181227||3.0277572||2.99694925||2.52374647||3.04375513||1.97772361||3.62695595||3.96397661
|-
| 5||Economics_Micro||Female||1.65321251||0||2.64443859||1.20411998||1.04139269||1.67209786||1.25527251||0.60205999||2.91750551||3.14674801
|-
| 4||Economics_Micro||Female||2||0.69897||2.89597473||1.92941893||1.81954394||2.10720997||1.90308999||1.11394335||3.32510498||3.5276299
|-
| 3||Economics_Micro||Female||1.92427929||1||2.78175537||2.06818586||1.99563519||2.09691001||1.93449845||1.38021124||3.28981184||3.49009901
|-
| 2||Economics_Micro||Female||1.87506126||1||2.58771097||2.09342169||2.09342169||1.95904139||1.94939001||1.25527251||3.18977096||3.39058188
|-
| 1||Economics_Micro||Female||2.10720997||1.2787536||2.71096312||2.77959649||2.54530712||2.15228834||2.5276299||1.86332286||3.29181269||3.61447537
|-
| 5||English_Lang._&_Composition||Female||2.60314437||1.5797836||3.32633586||2.40993312||2.30749604||2.83947805||2.57634135||1.76342799||4.04680721||4.18398122
|-
| 4||English_Lang._&_Composition||Female||2.91115761||2.10037055||3.55606116||2.93196611||2.84757266||3.11527759||3.00130093||2.18752072||4.35495315||4.49408499
|-
| 3||English_Lang._&_Composition||Female||3.17724784||2.49415459||3.74702318||3.43901673||3.36436335||3.309843||3.38381537||2.54530712||4.57865067||4.74168724
|-
| 2||English_Lang._&_Composition||Female||3.19423675||2.62736586||3.70018433||3.75243261||3.71575272||3.31722735||3.62736586||2.72181062||4.47875402||4.73879641
|-
| 1||English_Lang._&_Composition||Female||2.78247262||2.27184161||3.0838608||3.62407573||3.47769993||2.79239169||3.41979059||2.29885308||3.78189892||4.27207379
|-
| 5||English_Lit._&_Composition||Female||2.63848926||1.44715803||3.25623653||2.31386722||2.22271647||2.77670118||2.41329976||1.74036269||4.01165501||4.14038232
|-
| 4||English_Lit._&_Composition||Female||3.04414762||2.10720997||3.61857103||3.01786772||2.84633711||3.15956719||2.98542647||2.20682588||4.47357455||4.59609104
|-
| 3||English_Lit._&_Composition||Female||3.22530928||2.48287358||3.75457766||3.47813343||3.29600667||3.30835095||3.34596154||2.60959441||4.64510773||4.78866321
|-
| 2||English_Lit._&_Composition||Female||3.19089172||2.63748973||3.70646174||3.82203725||3.60487377||3.29972515||3.56655533||2.80002936||4.50780192||4.75001442
|-
| 1||English_Lit._&_Composition||Female||2.66181269||2.19865709||3.04960561||3.66511174||3.27600199||2.70757018||3.27760921||2.34830486||3.65839303||4.18822517
|-
| 5||Environmental_Science||Female||1.89762709||0.60205999||2.53402611||1.2787536||1.38021124||1.96378783||1.67209786||0.90308999||3.22115332||3.35621713
|-
| 4||Environmental_Science||Female||2.24303805||1.34242268||2.83884909||2.10037055||2.01703334||2.38201704||2.24551267||1.462398||3.62777538||3.76335311
|-
| 3||Environmental_Science||Female||2.18752072||1.25527251||2.73719264||2.22010809||2.11058971||2.29666519||2.23044892||1.50514998||3.55930801||3.70156799
|-
| 2||Environmental_Science||Female||2.20411998||1.51851394||2.74429298||2.38738983||2.27415785||2.29003461||2.43136376||1.56820172||3.57379958||3.73415951
|-
| 1||Environmental_Science||Female||2.53275438||1.77815125||2.99607365||3.11327469||2.85125835||2.63447727||3.01114736||2.08990511||3.74350976||4.02168535
|-
| 5||European_History||Female||2.12385164||0.90308999||2.91381385||1.77085201||1.76342799||2.33041377||2.07554696||0.95424251||3.54678935||3.69319915
|-
| 4||European_History||Female||2.40654018||1.39794001||3.09725731||2.26481782||2.14921911||2.59549622||2.41664051||1.62324929||3.79705969||3.94507449
|-
| 3||European_History||Female||2.7176705||1.81954394||3.35276119||2.75815462||2.66181269||2.90579588||2.80140371||2.00432137||4.1029137||4.25715038
|-
| 2||European_History||Female||2.24054925||1.50514998||2.86391738||2.45024911||2.37474835||2.35602586||2.43616265||1.66275783||3.61129836||3.78390358
|-
| 1||European_History||Female||2.63548375||1.83884909||3.15563963||3.06220581||2.98362629||2.78675142||2.92012333||2.13672057||3.87737135||4.11932189
|-
| 5||French:_Language||Female||1.77085201||0||2.13033377||1.96378783||1.23044892||2.08278537||1.83884909||0.77815125||2.98181861||3.16166741
|-
| 4||French:_Language||Female||1.94939001||0.47712125||2.43933269||2.02938378||1.59106461||2.20139712||1.94939001||0.95424251||3.16435286||3.34674405
|-
| 3||French:_Language||Female||2.1271048||0.90308999||2.72263392||2.27415785||2.07554696||2.31175386||2.29885308||0.77815125||3.45621416||3.62716095
|-
| 2||French:_Language||Female||2.04139269||0.77815125||2.5390761||2.161368||2.10037055||2.13353891||2.14612804||0.84509804||3.29534715||3.47450764
|-
| 1||French:_Language||Female||1.93951925||0.90308999||2.48995848||2.32633586||2.37474835||2.1430148||2.32221929||1.25527251||3.23375736||3.46612587
|-
| 5||French:_Literature||Female||1.36172784||0||1.47712125||1||0.47712125||1.36172784||1||0||2.34439227||2.49831055
|-
| 4||French:_Literature||Female||1.07918125||0||1.64345268||1.25527251||0.47712125||1.20411998||0.90308999||0||2.35024802||2.50514998
|-
| 3||French:_Literature||Female||1.14612804||0||1.59106461||1.34242268||0.60205999||1.32221929||0.95424251||0||2.34242268||2.50920252
|-
| 2||French:_Literature||Female||0.90308999||0||1.41497335||0.95424251||0.77815125||1.23044892||1.04139269||0||2.16731733||2.33845649
|-
| 1||French:_Literature||Female||0.84509804||0||1.2787536||1.04139269||0.47712125||0.69897||1.07918125||0||2.06069784||2.22271647
|-
| 5||German:_Language||Female||1.34242268||0.30103||1.43136376||1.11394335||0||1.32221929||0.84509804||0||2.62838893||2.7084209
|-
| 4||German:_Language||Female||1.17609126||0.47712125||1.50514998||1||0.60205999||1.39794001||1.14612804||0.30103||2.63748973||2.72509452
|-
| 3||German:_Language||Female||1.07918125||0.30103||1.51851394||1.07918125||0.69897||1.23044892||1.20411998||0.60205999||2.62736586||2.71349054
|-
| 2||German:_Language||Female||1.23044892||0.30103||1.462398||0.77815125||1.11394335||1.38021124||0.95424251||0.47712125||2.60745502||2.69897
|-
| 1||German:_Language||Female||1||0.30103||1.17609126||1.2787536||1.04139269||1.07918125||1.20411998||0.47712125||2.34044411||2.47567119
|-
| 5||Government_Politics_Comp.||Female||1.30103||0||2.06818586||1.07918125||1.04139269||1.43136376||1.41497335||0.69897||2.75891189||2.89486966
|-
| 4||Government_Politics_Comp.||Female||1.60205999||0.77815125||2.22010809||1.39794001||1.34242268||1.63346846||1.53147892||0.69897||2.86033801||3.02448567
|-
| 3||Government_Politics_Comp.||Female||1.71600334||1.04139269||2.24551267||1.72427587||1.41497335||1.79239169||1.76342799||1.04139269||2.97772361||3.14332713
|-
| 2||Government_Politics_Comp.||Female||1.5797836||0.77815125||2.20682588||1.98677173||1.66275783||1.95424251||1.86332286||0.95424251||2.97543181||3.16345955
|-
| 1||Government_Politics_Comp.||Female||1.77085201||1.14612804||2.15228834||2.22530928||1.88649073||1.85125835||1.99563519||1.17609126||2.87273883||3.14082218
|-
| 5||Government_Politics_U.S.||Female||2.04921802||0.84509804||2.80821097||1.79934055||1.76342799||2.2121876||2.0211893||1||3.49415459||3.63073289
|-
| 4||Government_Politics_U.S.||Female||2.54777471||1.63346846||3.27323283||2.53147892||2.45484486||2.72509452||2.54777471||1.77815125||4.00689371||4.14591083
|-
| 3||Government_Politics_U.S.||Female||2.71850169||1.96378783||3.42439155||2.92220628||2.82085799||2.91907809||2.88479536||2.12057393||4.17664102||4.33264041
|-
| 2||Government_Politics_U.S.||Female||2.89431606||2.17609126||3.52840244||3.30621051||3.24303805||3.05880549||3.20493352||2.39093511||4.25219746||4.46154354
|-
| 1||Government_Politics_U.S.||Female||2.64836001||2.0211893||3.23603315||3.43775056||3.33845649||2.79934055||3.3174365||2.28330123||3.80651913||4.21716798
|-
| 5||Human_Geography||Female||1.462398||0.47712125||2.25527251||1.63346846||1.32221929||1.72427587||1.62324929||0.95424251||2.97266559||3.11760269
|-
| 4||Human_Geography||Female||1.84509804||0.95424251||2.51851394||2.05307844||1.5797836||1.97312785||2.0211893||1||3.23829707||3.39654804
|-
| 3||Human_Geography||Female||1.91381385||1.07918125||2.55990663||2.26717173||1.91907809||2.14612804||2.33041377||1.59106461||3.33264041||3.5133508
|-
| 2||Human_Geography||Female||1.86332286||1.25527251||2.38560627||2.35793485||2.05307844||2.05690485||2.29446623||1.462398||3.20978301||3.41962536
|-
| 1||Human_Geography||Female||2.29003461||1.41497335||2.61909333||3.06032003||2.6009729||2.40312052||2.75891189||2.10380372||3.43200669||3.76604086
|-
| 5||Italian_Language||Female||0.60205999||0||0.69897||0.30103||0.60205999||0.77815125||1.43136376||0.47712125||1.89762709||2.08990511
|-
| 4||Italian_Language||Female||0.77815125||0||0.30103||0.47712125||0.90308999||0.60205999||1.49136169||0.30103||1.89762709||2.10720997
|-
| 3||Italian_Language||Female||0.90308999||0||1.23044892||0.47712125||0.95424251||1||1.70757018||0.77815125||2.20951501||2.41329976
|-
| 2||Italian_Language||Female||1.07918125||0||0.95424251||0.60205999||0.84509804||0.95424251||1.47712125||0.47712125||2.17026172||2.33243846
|-
| 1||Italian_Language||Female||1.23044892||0||1.07918125||0.84509804||0.95424251||1||1.17609126||0.90308999||2.33645973||2.45939249
|-
| 5||Japanese_Lang._&_Culture||Female||0.84509804||0||2.26951294||0||0||1.20411998||0||0||1.30103||2.35602586
|-
| 4||Japanese_Lang._&_Culture||Female||0.47712125||0||1.65321251||0||0.30103||0.47712125||0.30103||0||1.20411998||1.8260748
|-
| 3||Japanese_Lang._&_Culture||Female||0.95424251||0||2.02938378||0.77815125||0.47712125||1||0.60205999||0||1.59106461||2.23552845
|-
| 2||Japanese_Lang._&_Culture||Female||0.47712125||0||1.5797836||0.69897||0.30103||0.90308999||0||0||1.462398||1.90308999
|-
| 1||Japanese_Lang._&_Culture||Female||0.69897||0||1.84509804||0.60205999||0.47712125||0.90308999||0.77815125||0||1.78532984||2.18184359
|-
| 5||Latin:_Literature||Female||0.95424251||0.30103||1.66275783||1||0.47712125||1.14612804||0.69897||0.30103||2.26245109||2.42488164
|-
| 4||Latin:_Literature||Female||1||0||1.70757018||1.07918125||0.30103||1.17609126||0.47712125||0.30103||2.33243846||2.48144263
|-
| 3||Latin:_Literature||Female||1.25527251||0.47712125||1.81954394||1.17609126||0.69897||1.38021124||0.90308999||0.30103||2.56937391||2.70243054
|-
| 2||Latin:_Literature||Female||1.17609126||0.60205999||1.53147892||1.14612804||0.95424251||1.07918125||0.69897||0||2.39269695||2.52244423
|-
| 1||Latin:_Literature||Female||1.23044892||0.60205999||1.8920946||1.38021124||1||1.44715803||1.44715803||0.47712125||2.60422605||2.76789762
|-
| 5||Latin:_Vergil||Female||1.34242268||0||1.8260748||1||0.47712125||1.34242268||0.90308999||0.30103||2.49136169||2.64048144
|-
| 4||Latin:_Vergil||Female||1.2787536||0.30103||1.81954394||1||0||1.30103||0.77815125||0.47712125||2.43933269||2.59549622
|-
| 3||Latin:_Vergil||Female||1.36172784||0.69897||1.8260748||1.14612804||1||1.462398||1.11394335||0.69897||2.62838893||2.76566855
|-
| 2||Latin:_Vergil||Female||1||0.69897||1.59106461||1.32221929||1||1.32221929||1.07918125||0.47712125||2.53275438||2.65705585
|-
| 1||Latin:_Vergil||Female||1.30103||0.69897||1.59106461||1.2787536||1.11394335||1.17609126||1.17609126||0||2.54777471||2.673942
|-
| 5||Music_Theory||Female||1.32221929||0||2.2121876||1.07918125||0.90308999||1.38021124||1.11394335||0.30103||2.7355989||2.8920946
|-
| 4||Music_Theory||Female||1.5563025||0.47712125||2.21748394||1.23044892||0.90308999||1.39794001||1.20411998||0.47712125||2.83378437||2.97634998
|-
| 3||Music_Theory||Female||1.56820172||0.95424251||2.30103||1.60205999||1.2787536||1.66275783||1.76342799||1.07918125||3.02938378||3.17114115
|-
| 2||Music_Theory||Female||1.61278386||1.07918125||2.31386722||2.06445799||1.56820172||1.88081359||1.80617997||1.23044892||3.01535976||3.20330492
|-
| 1||Music_Theory||Female||1.38021124||0.69897||1.85125835||2.10037055||1.50514998||1.36172784||1.86332286||1.20411998||2.61909333||2.8909796
|-
| 5||Physics_B||Female||1.66275783||0.30103||2.77597433||1||1.14612804||1.81291336||1.44715803||0.84509804||3.03981055||3.2688119
|-
| 4||Physics_B||Female||1.77815125||0.90308999||2.81888541||1.63346846||1.41497335||1.97312785||1.5797836||0.84509804||3.19893187||3.39932753
|-
| 3||Physics_B||Female||2.15836249||1.17609126||3.03140846||2.05307844||2.06069784||2.25042||2.09691001||1.47712125||3.49108141||3.68886457
|-
| 2||Physics_B||Female||2.00432137||1.04139269||2.87273883||2.29446623||2.1172713||2.11058971||2.16731733||1.41497335||3.38327665||3.59073041
|-
| 1||Physics_B||Female||2.1903317||1.62324929||2.92531209||2.79379038||2.70329138||2.32428246||2.64836001||1.56820172||3.38792347||3.72378394
|-
| 5||Physics_C:_Elec._&_Magnet.||Female||1.30103||0.30103||2.38381537||0.77815125||0.60205999||1.14612804||0.95424251||0.47712125||2.51188336||2.79028516
|-
| 4||Physics_C:_Elec._&_Magnet.||Female||1.14612804||0.69897||2.29225607||1.04139269||0.60205999||1.54406804||1.14612804||0.30103||2.54406804||2.79448805
|-
| 3||Physics_C:_Elec._&_Magnet.||Female||1||0.30103||2.00432137||0.60205999||0.69897||1.11394335||0.77815125||0.47712125||2.29446623||2.52244423
|-
| 2||Physics_C:_Elec._&_Magnet.||Female||1.23044892||0.30103||2.11058971||1.14612804||0.90308999||1.11394335||1.14612804||0.30103||2.49554434||2.70243054
|-
| 1||Physics_C:_Elec._&_Magnet.||Female||0.90308999||0.60205999||1.98227123||1.07918125||1.11394335||1.07918125||1.14612804||0.30103||2.31175386||2.55388303
|-
| 5||Physics_C:_Mechanics||Female||1.59106461||0.30103||2.65030752||1||0.77815125||1.5797836||1.30103||0.47712125||2.84260924||3.09795107
|-
| 4||Physics_C:_Mechanics||Female||1.68124124||0.47712125||2.65127801||1.34242268||1.20411998||1.81291336||1.44715803||0.90308999||3.00216606||3.21351776
|-
| 3||Physics_C:_Mechanics||Female||1.61278386||0.95424251||2.54654266||1.462398||1.39794001||1.62324929||1.49136169||0.60205999||2.93298082||3.14050804
|-
| 2||Physics_C:_Mechanics||Female||1.47712125||1.11394335||2.39093511||1.59106461||1.56820172||1.64345268||1.67209786||0.77815125||2.85125835||3.06595298
|-
| 1||Physics_C:_Mechanics||Female||1.59106461||1.07918125||2.50379068||2.12385164||1.95904139||1.67209786||1.95424251||0.77815125||2.84633711||3.15563963
|-
| 5||Psychology||Female||2.54777471||1.53147892||3.30770992||2.42813479||2.13672057||2.70243054||2.56584782||1.86332286||3.99960896||4.13833428
|-
| 4||Psychology||Female||2.71432976||1.95904139||3.35372394||2.86923172||2.54032947||2.86332286||2.84509804||2.07188201||4.12309996||4.27348741
|-
| 3||Psychology||Female||2.58883173||1.86332286||3.19589965||2.92941893||2.57518784||2.74272513||2.82282165||2.10037055||4.01426846||4.17397253
|-
| 2||Psychology||Female||2.4785665||1.65321251||2.99211149||2.92220628||2.56702637||2.55022835||2.75891189||1.93951925||3.82633401||4.01051196
|-
| 1||Psychology||Female||2.70070372||1.90848502||3.17868924||3.42422807||3.01452054||2.80753503||3.16820275||2.30749604||3.89580915||4.20300567
|-
| 5||Spanish_Language||Female||2.5390761||0.60205999||2.72098574||1.81954394||3.68322721||2.4440448||3.66726612||2.38560627||3.35140975||4.11961875
|-
| 4||Spanish_Language||Female||2.7176705||1.20411998||2.94497591||2.20411998||3.75989437||2.56702637||3.64127576||2.50242712||3.61573969||4.21793117
|-
| 3||Spanish_Language||Female||2.59879051||1.32221929||2.88479536||2.37106786||3.5895028||2.49692965||3.42862067||2.33041377||3.59824319||4.09600574
|-
| 2||Spanish_Language||Female||2.56466606||1.43136376||2.92634245||2.54282543||3.45893986||2.5390761||3.29336255||2.2764618||3.64443859||4.05560765
|-
| 1||Spanish_Language||Female||2.55990663||1.53147892||2.93851973||2.94792362||3.25791845||2.5563025||3.15014216||2.2278867||3.69749089||4.0366289
|-
| 5||Spanish_Literature||Female||1.41497335||0.30103||1.75587486||0.84509804||2.45636603||1.462398||2.59439255||1.17609126||2.39967372||3.02448567
|-
| 4||Spanish_Literature||Female||1.90308999||0||1.96848295||1.30103||2.95856388||1.65321251||2.87157294||1.49136169||2.61278386||3.36642296
|-
| 3||Spanish_Literature||Female||1.88081359||0||1.83250891||1.36172784||3.11494442||1.64345268||2.97220284||1.54406804||2.52244423||3.44916973
|-
| 2||Spanish_Literature||Female||1.61278386||0.47712125||1.47712125||1.11394335||2.87098881||1.32221929||2.72672721||1.34242268||2.08990511||3.18212921
|-
| 1||Spanish_Literature||Female||1.93449845||0.47712125||1.462398||1.56820172||2.99431715||1.51851394||2.87794695||1.80617997||2.27415785||3.33725954
|-
| 5||Statistics||Female||2.01283722||0.77815125||3.01535976||1.62324929||1.62324929||2.06818586||1.69897||1.04139269||3.45239985||3.62664827
|-
| 4||Statistics||Female||2.34635297||1.30103||3.20682588||2.25767857||2.02938378||2.42651126||2.28330123||1.50514998||3.81304697||3.96023287
|-
| 3||Statistics||Female||2.46982202||1.67209786||3.25887663||2.56348109||2.39619935||2.58546073||2.51054501||1.75587486||3.95279244||4.09691001
|-
| 2||Statistics||Female||2.42488164||1.59106461||3.06182931||2.63346846||2.45939249||2.46089784||2.54654266||1.70757018||3.78859256||3.95453194
|-
| 1||Statistics||Female||2.58883173||1.85125835||3.22323627||3.23628528||2.9498777||2.67577834||2.96236934||2.11394335||3.85865748||4.12968989
|-
| 5||Studio_Art:_2-D_Design||Female||1.44715803||0.90308999||2.10380372||1.43136376||1.17609126||1.54406804||1.54406804||1||2.8344207||2.98227123
|-
| 4||Studio_Art:_2-D_Design||Female||1.88081359||0.60205999||2.29225607||1.75587486||1.69897||1.89762709||2.0374265||1||3.15836249||3.30384377
|-
| 3||Studio_Art:_2-D_Design||Female||2.02530587||1.30103||2.47567119||2.0211893||2.04921802||2.11058971||2.22010809||1.38021124||3.3628593||3.51308436
|-
| 2||Studio_Art:_2-D_Design||Female||2||1.30103||2.29003461||2.08635983||2.00432137||2.08635983||2.10037055||1.38021124||3.2367891||3.40260524
|-
| 1||Studio_Art:_2-D_Design||Female||1.11394335||0.47712125||1.32221929||1.69019608||1.61278386||1.23044892||1.56820172||1.07918125||2.40823997||2.64443859
|-
| 5||Studio_Art:_3-D_Design||Female||0.69897||0||1.11394335||0.77815125||0.90308999||0.30103||0.60205999||0.47712125||1.95424251||2.09342169
|-
| 4||Studio_Art:_3-D_Design||Female||0.90308999||0.30103||1.2787536||1.14612804||1||1.04139269||1.11394335||0||2.08635983||2.28330123
|-
| 3||Studio_Art:_3-D_Design||Female||1.36172784||0.90308999||1.72427587||1.43136376||1.34242268||1.5563025||1.60205999||0.60205999||2.61384182||2.78958071
|-
| 2||Studio_Art:_3-D_Design||Female||1.20411998||0.69897||1.56820172||1.44715803||1.34242268||1.34242268||1.43136376||0.69897||2.45331834||2.64147411
|-
| 1||Studio_Art:_3-D_Design||Female||0||0.30103||1||1.25527251||0.77815125||0.60205999||0.90308999||0||1.79239169||2.01703334
|-
| 5||Studio_Art:_Drawing||Female||1.61278386||0.69897||2.41161971||1.44715803||1.38021124||1.59106461||1.69897||0.69897||2.87098881||3.07371835
|-
| 4||Studio_Art:_Drawing||Female||1.75587486||0.84509804||2.41830129||1.71600334||1.69019608||1.83250891||1.90848502||1.25527251||3.07077646||3.24625231
|-
| 3||Studio_Art:_Drawing||Female||2.0374265||1.14612804||2.64443859||2.0374265||2.08990511||2.17897695||2.28330123||1.23044892||3.36977229||3.54294985
|-
| 2||Studio_Art:_Drawing||Female||1.97772361||1.20411998||2.32633586||2.15228834||2.11058971||2.04921802||2.08635983||1.38021124||3.18155777||3.37346372
|-
| 1||Studio_Art:_Drawing||Female||1.25527251||0.30103||1.39794001||1.92941893||1.51851394||1.25527251||1.5563025||0.69897||2.34830486||2.64048144
|-
| 5||US_History||Female||2.69284692||1.462398||3.47683163||2.52374647||2.37657696||2.87448182||2.62736586||1.83250891||4.08895073||4.24546331
|-
| 4||US_History||Female||2.94546859||2.02938378||3.63083452||3.00732095||2.84447718||3.14426277||2.924796||2.24551267||4.37188025||4.51753897
|-
| 3||US_History||Female||3.00173371||2.28555731||3.61489722||3.26102483||3.12483015||3.18098558||3.1360861||2.34439227||4.43399372||4.58811477
|-
| 2||US_History||Female||3.12645611||2.50785587||3.67788058||3.54715912||3.45362407||3.26054837||3.36097188||2.5774918||4.50327303||4.69143515
|-
| 1||US_History||Female||3.10037055||2.53402611||3.55388303||3.8274339||3.70910028||3.19256745||3.61246596||2.72509452||4.28155603||4.62656618
|-
| 5||World_History||Female||2.07554696||1.04139269||2.9360108||2.14921911||1.78532984||2.37474835||2.10720997||1.30103||3.52569252||3.69258256
|-
| 4||World_History||Female||2.26007139||1.56820172||3.10822666||2.53655844||2.26717173||2.57634135||2.46538285||1.62324929||3.73679475||3.91323087
|-
| 3||World_History||Female||2.53529412||1.77085201||3.30899103||2.91434316||2.70415052||2.77959649||2.84447718||2.04532298||3.93490226||4.13918618
|-
| 2||World_History||Female||2.5899496||1.92941893||3.26197619||3.07954301||2.97818052||2.83378437||2.98542647||2.14612804||3.91745299||4.16148779
|-
| 1||World_History||Female||2.66558099||1.90848502||3.10243371||3.40380661||3.26834391||2.73957234||3.25309559||2.32014629||3.75258618||4.158272
|}</center>

===2007 AP Exam Scores (Percentage of Students)===
The table below contains the numbers of students and their relative proportion (percent).

<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| colspan=2| || colspan=5| '''Examination Grade''' || colspan=4| '''Summary Statistics'''
|-
| '''Disciplines''' || '''Sample Size''' || '''5''' || '''4''' || '''3''' || '''2''' || '''1''' || '''Number of Students''' || '''3 or Higher / %''' || '''Mean Grade''' || '''Standard Deviation'''
|-
| '''Art History''' || N || 2286 || 4243 || 5006 || 3550 || 3751 || 18836 || 11535 || 2.88 || 1.3
|-
| || % At || 12.13633468 || 22.52601402 || 26.57676789 || 18.84688894 || 19.91399448 || || 61.23911659 || ||
|-
| '''Biology''' || N || 27996 || 29338 || 30749 || 33664 || 23049 || 144796 || 88083 || 3.04 || 1.36
|-
| || % At || 19.33478825 || 20.26160944 || 21.23608387 || 23.24926103 || 15.91825741 || || 60.83248156 || ||
|-
| '''Calculus AB''' || N || 44409 || 39682 || 40448 || 32704 || 54450 || 211693 || 124539 || 2.94 || 1.49
|-
| || % At || 20.97802006 || 18.74506951 || 19.10691426 || 15.44878669 || 25.72120949 || || 58.83000383 || ||
|-
| '''Calculus BC''' || N || 27949 || 11489 || 12095 || 4090 || 8688 || 64311 || 51533 || 3.71 || 1.42
|-
| || % At || 43.4591283 || 17.86475098 || 18.80704701 || 6.359720732 || 13.50935299 || || 80.13092628 || ||
|-
| '''Calculus AB Subscores''' || N || 32268 || 14168 || 8915 || 4222 || 4738 || 64311 || 55351 || 4.01 || 1.25
|-
| || % At || 50.17493119 || 22.0304458 || 13.86232526 || 6.564973333 || 7.367324408 || || 86.06770226 || ||
|-
| '''Chemistry''' || N || 14820 || 17462 || 22321 || 17928 || 24605 || 97136 || 54603 || 2.79 || 1.39
|-
| || % At || 15.25695931 || 17.97685719 || 22.97912206 || 18.45659694 || 25.3304645 || || 56.21293856 || ||
|-
| '''Chinese Language''' (Total Group) || N || 2643 || 386 || 146 || 36 || 50 || 3261 || 3175 || 4.7 || 0.74
|-
| || % At || 81.04875805 || 11.83685986 || 4.477154247 || 1.103955842 || 1.533272002 || || 97.36277216 || ||
|-
| '''Chinese Language''' (Standard Group)** || N || 177 || 71 || 60 || 24 || 31 || 363 || 308 || 3.93 || 1.3
|-
| || % At || 48.76033058 || 19.55922865 || 16.52892562 || 6.611570248 || 8.539944904 || || 84.84848485 || ||
|-
| '''Computer Science''' A || N || 2902 || 3434 || 2178 || 1433 || 5102 || 15049 || 8514 || 2.84 || 1.56
|-
| || % At || 19.28367333 || 22.81879195 || 14.47272244 || 9.522227391 || 33.90258489 || || 56.57518772 || ||
|-
| '''Computer Science''' AB || N || 1682 || 997 || 926 || 473 || 986 || 5064 || 3605 || 3.38 || 1.5
|-
| || % At || 33.21484992 || 19.68799368 || 18.28593997 || 9.340442338 || 19.47077409 || || 71.18878357 || ||
|-
| '''Economics - Macro''' || N || 8462 || 14693 || 9881 || 10311 || 16769 || 60116 || 33036 || 2.8 || 1.43
|-
| || % At || 14.0761195 || 24.44108058 || 16.43655599 || 17.15183978 || 27.89440415 || || 54.95375607 || ||
|-
| '''Economics - Micro''' || N || 6080 || 10300 || 7766 || 5459 || 7778 || 37383 || 24146 || 3.04 || 1.38
|-
| || % At || 16.26407725 || 27.55263087 || 20.77414868 || 14.60289436 || 20.80624883 || || 64.59085681 || ||
|-
| '''English Language''' || N || 25840 || 51720 || 88529 || 85517 || 30624 || 282230 || 166089 || 2.85 || 1.12
|-
| || % At || 9.155653191 || 18.32547922 || 31.36767884 || 30.30046416 || 10.85072459 || || 58.84881125 || ||
|-
| '''English Literature''' || N || 20829 || 62283 || 99267 || 90050 || 26049 || 298478 || 182379 || 2.87 || 1.06
|-
| || % At || 6.978403768 || 20.86686456 || 33.25772754 || 30.16972775 || 8.727276382 || || 61.10299587 || ||
|-
| '''Environmental Science''' || N || 5670 || 12092 || 9383 || 9183 || 16088 || 52416 || 27145 || 2.66 || 1.4
|-
| || % At || 10.81730769 || 23.06929182 || 17.90102259 || 17.51945971 || 30.69291819 || || 51.7876221 || ||
|-
| '''European History''' || N || 10800 || 18314 || 34823 || 10910 || 22195 || 97042 || 63937 || 2.84 || 1.28
|-
| || % At || 11.12920179 || 18.87224089 || 35.8844624 || 11.24255477 || 22.87154016 || || 65.88590507 || ||
|-
| '''French Language''' (Total Group)** || N || 2743 || 3655 || 6643 || 4361 || 4307 || 21709 || 13041 || 2.82 || 1.28
|-
| || % At || 12.63531254 || 16.83633516 || 30.60021189 || 20.08844258 || 19.83969782 || || 60.0718596 || ||
|-
| '''French Language''' (Standard Group)** || N || 1244 || 2510 || 5331 || 3816 || 3928 || 16829 || 9085 || 2.6 || 1.2
|-
| || % At || 7.392001901 || 14.91473052 || 31.67746152 || 22.6751441 || 23.34066195 || || 53.98419395 || ||
|-
| '''French Literature''' || N || 501 || 487 || 480 || 337 || 263 || 2068 || 1468 || 3.3 || 1.34
|-
| || % At || 24.22630561 || 23.54932302 || 23.21083172 || 16.2959381 || 12.71760155 || || 70.98646035 || ||
|-
| '''German Language''' (Total Group)** || N || 1316 || 1160 || 1158 || 1043 || 720 || 5397 || 3634 || 3.24 || 1.36
|-
| || % At || 24.38391699 || 21.49342227 || 21.45636465 || 19.32555123 || 13.34074486 || || 67.33370391 || ||
|-
| '''German Language''' (Standard Group)** || N || 342 || 760 || 938 || 885 || 635 || 3560 || 2040 || 2.8 || 1.23
|-
| || % At || 9.606741573 || 21.34831461 || 26.34831461 || 24.85955056 || 17.83707865 || || 57.30337079 || ||
|-
| '''Government & Politics Comparative''' || N || 2188 || 2635 || 3000 || 3039 || 2496 || 13358 || 7823 || 2.92 || 1.35
|-
| || % At || 16.37969756 || 19.72600689 || 22.45845186 || 22.75041174 || 18.68543195 || || 58.56415631 || ||
|-
| '''Government & Politics United States''' || N || 9705 || 30488 || 43245 || 51620 || 25920 || 160978 || 83438 || 2.67 || 1.13
|-
| || % At || 6.028774118 || 18.93923393 || 26.86391929 || 32.06649356 || 16.1015791 || || 51.83192734 || ||
|-
| '''Human Geography''' || N || 3249 || 5183 || 6320 || 4724 || 9529 || 29005 || 14752 || 2.58 || 1.39
|-
| || % At || 11.20151698 || 17.86933287 || 21.78934666 || 16.2868471 || 32.85295639 || || 50.86019652 || ||
|-
| '''Italian Language''' (Total Group) || N || 252 || 209 || 393 || 329 || 459 || 1642 || 854 || 2.67 || 1.4
|-
| || % At || 15.34713764 || 12.72838002 || 23.93422655 || 20.0365408 || 27.95371498 || || 52.00974421 || ||
|-
| '''Italian Language''' (Standard Group)** || N || 85 || 138 || 311 || 292 || 433 || 1259 || 534 || 2.32 || 1.24
|-
| || % At || 6.751389992 || 10.96108022 || 24.70214456 || 23.19301033 || 34.3923749 || || 42.41461477 || ||
|-
| '''Japanese Language''' (Total Group)** || N || 724 || 154 || 314 || 152 || 323 || 1667 || 1192 || 3.48 || 1.57
|-
| || % At || 43.43131374 || 9.23815237 || 18.83623275 || 9.118176365 || 19.37612478 || || 71.50569886 || ||
|-
| '''Japanese Language''' (Standard Group)** || N || 102 || 66 || 182 || 99 || 218 || 667 || 350 || 2.6 || 1.42
|-
| || % At || 15.29235382 || 9.895052474 || 27.28635682 || 14.84257871 || 32.68365817 || || 52.47376312 || ||
|-
| '''Latin Literature''' || N || 508 || 549 || 962 || 612 || 1140 || 3771 || 2019 || 2.65 || 1.39
|-
| || % At || 13.47122779 || 14.55847255 || 25.51047468 || 16.22911695 || 30.23070804 || || 53.54017502 || ||
|-
| '''Latin Vergil''' || N || 937 || 911 || 1229 || 931 || 921 || 4929 || 3077 || 3 || 1.37
|-
| || % At || 19.00994116 || 18.4824508 || 24.9340637 || 18.88821262 || 18.68533171 || || 62.42645567 || ||
|-
| '''Music Theory''' || N || 2210 || 2263 || 3400 || 3517 || 1804 || 13194 || 7873 || 2.97 || 1.29
|-
| || % At || 16.7500379 || 17.15173564 || 25.76928907 || 26.65605578 || 13.67288161 || || 59.6710626 || ||
|-
| '''Music Theory''' Aural Subscore || N || 2184 || 2296 || 3219 || 3767 || 1728 || 13194 || 7699 || 2.96 || 1.28
|-
| || % At || 16.55297863 || 17.40184933 || 24.39745339 || 28.55085645 || 13.09686221 || || 58.35228134 || ||
|-
| '''Music Theory''' Nonaural Subscore || N || 2240 || 2305 || 3398 || 3461 || 1790 || 13194 || 7943 || 2.98 || 1.29
|-
| || % At || 16.97741398 || 17.47006215 || 25.75413067 || 26.23162043 || 13.56677278 || || 60.20160679 || ||
|-
| '''Physics B''' || N || 8869 || 9279 || 14931 || 10210 || 11601 || 54890 || 33079 || 2.88 || 1.35
|-
| || % At || 16.15777009 || 16.90471853 || 27.20167608 || 18.60083804 || 21.13499727 || || 60.26416469 || ||
|-
| '''Physics C E&M''' || N || 3787 || 2871 || 1354 || 1890 || 1290 || 11192 || 8012 || 3.53 || 1.4
|-
| || % At || 33.83666905 || 25.65225161 || 12.09792709 || 16.88706219 || 11.52609006 || || 71.58684775 || ||
|-
| '''Physics C Mechanics''' || N || 6877 || 6669 || 5268 || 3699 || 3801 || 26314 || 18814 || 3.35 || 1.38
|-
| || % At || 26.13437714 || 25.34392339 || 20.01976134 || 14.05715589 || 14.44478225 || || 71.49806187 || ||
|-
| '''Psychology''' || N || 21833 || 30430 || 23851 || 15902 || 24112 || 116128 || 76114 || 3.09 || 1.41
|-
| || % At || 18.80080601 || 26.20384403 || 20.53854368 || 13.69351061 || 20.76329567 || || 65.54319372 || ||
|-
| '''Spanish Language''' (Total Group) || N || 20397 || 25383 || 19464 || 17892 || 18063 || 101199 || 65244 || 3.12 || 1.39
|-
| || % At || 20.1553375 || 25.08226366 || 19.23339163 || 17.6800166 || 17.8489906 || || 64.4709928 || ||
|-
| '''Spanish Language''' (Standard Group)** || N || 4299 || 8269 || 8085 || 9230 || 11290 || 41173 || 20653 || 2.64 || 1.34
|-
| || % At || 10.44130862 || 20.0835499 || 19.63665509 || 22.41760377 || 27.42088262 || || 50.16151361 || ||
|-
| '''Spanish Literature''' || N || 1757 || 3464 || 4207 || 2277 || 3616 || 15321 || 9428 || 2.83 || 1.32
|-
| || % At || 11.46791985 || 22.60949024 || 27.45904314 || 14.86195418 || 23.60159259 || || 61.53645323 || ||
|-
| '''Statistics''' || N || 11643 || 21076 || 24922 || 16755 || 23637 || 98033 || 57641 || 2.8 || 1.34
|-
| || % At || 11.87661298 || 21.49888303 || 25.42205176 || 17.09118358 || 24.11126865 || || 58.79754776 || ||
|-
| '''Studio Art Drawing''' || N || 1681 || 2470 || 5043 || 3546 || 818 || 13558 || 9194 || 3.05 || 1.09
|-
| || % At || 12.39858386 || 18.21802626 || 37.19575159 || 26.15430004 || 6.03333825 || || 67.81236171 || ||
|-
| '''Studio Art 2-D Design''' || N || 1494 || 2861 || 4665 || 3674 || 716 || 13410 || 9020 || 3.06 || 1.07
|-
| || % At || 11.1409396 || 21.33482476 || 34.78747204 || 27.39746458 || 5.339299031 || || 67.26323639 || ||
|-
| '''Studio Art 3-D Design''' || N || 223 || 324 || 935 || 665 || 173 || 2320 || 1482 || 2.9 || 1.05
|-
| || % At || 9.612068966 || 13.96551724 || 40.30172414 || 28.6637931 || 7.456896552 || || 63.87931034 || ||
|-
| '''United States History''' || N || 37110 || 66325 || 74153 || 87268 || 68706 || 333562 || 177588 || 2.75 || 1.29
|-
| || % At || 11.125368 || 19.88385967 || 22.23064977 || 26.16245256 || 20.59767 || || 53.23987744 || ||
|-
| '''World History''' || N || 11461 || 17183 || 26616 || 24773 || 21942 || 101975 || 55260 || 2.72 || 1.28
|}</center>

<hr>
* SOCR Home page: http://www.socr.ucla.edu

{{translate|pageName=http://wiki.stat.ucla.edu/socr/index.php?title=SOCR_Data_Dinov_030708_APExamScores}}

SOCR Data Dinov 030708 APExamScores

2011-10-31T18:04:45Z

TracyTam: /* 2007 USA AP Exam Score Distribution */

SOCR Data Dinov 030708 APExamScores

2011-10-31T18:02:07Z

TracyTam: /* 2007 USA AP Exam Score Distribution */

== [[SOCR_Data |SOCR Data]] - 2007 Advanced Placement (AP) Exam Scores by Discipline==

===Data Description===
* '''Source''': [http://professionals.collegeboard.com/data-reports-research/ap/data-2007 The College Board AP Results for 2007].

* '''Summary''':
[[Image:SOCR_Data_Dinov_APExams_062408_Fig1.png|150px|thumbnail|right| [http://www.hoover.org/publications/ednext/3260116.html AP Exams] ]]

: The goals of collecting this data on AP exam scores by discipline was to gauge the individual success on an AP Exam in 2007. Most students view a grade of 3 or higher as a successful grade (grade range {1 (worst), 2, 3, 4, 5(best)}. Of interest was to evaluate the performance for each grade level, type of school, or geographic location.

: This table reflects 2,533,431 AP Examinations taken by 1,464,254 students from 16,464 secondary schools.

: Standard students generally receive most of their foreign language training in U.S. schools. They did not indicate on their answer sheet that they regularly speak or hear the foreign language of the examination, or that they have lived for one month or more in a country where the language is spoken.

===2007 AP Exam Scores (Genders and Grace Levels)===
The table below contains the raw numbers of students taking different AP exams, their scores and grade levels and genders.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || colspan="5" |Examination Grade||colspan="4"|Summary Statistics||colspan="7"|Grade Level||colspan="2"|Gender
|-
|5||4||3||2||1||Number of Students||3 or Higher%||Mean Grade||Standard Deviation||9th Grade||10th Grade||11th Grade||12th Grade||Not HS||<9th Grade||Other||Male||Female
|-
| Biology||27996.00||29338.00||30749.00||33664.00||23049.00||144796.00||88083.00||3.04||1.36||1368.00||13311.00||54119.00||70493.00||85.00||24.00||5396.00||60597.00||84199.00
|-
| Calculus AB||44409.00||39682.00||40448.00||32704.00||54450.00||211693.00||124539.00||2.94||1.49||190.00||2655.00||38717.00||162361.00||484.00||30.00||7256.00||109095.00||102598.00
|-
| Calculus AB Subscores||32268.00||14168.00||8915.00||4222.00||4738.00||64311.00||55351.00||4.01||1.25||.||.||.||.||.||.||.||.||.
|-
| Calculus BC||27949.00||11489.00||12095.00||4090.00||8688.00||64311.00||51533.00||3.71||1.42||121.00||1255.00||14142.00||46713.00||134.00||15.00||1931.00||38028.00||26283.00
|-
| Chemistry||14820.00||17462.00||22321.00||17928.00||24605.00||97136.00||54603.00||2.79||1.39||50.00||5550.00||50226.00||37751.00||220.00||5.00||3334.00||51743.00||45393.00
|-
| Chinese Language (Standard Group)**||177.00||71.00||60.00||24.00||31.00||363.00||308.00||3.93||1.30||.||.||.||.||.||.||.||.||.
|-
| Chinese Language (Total Group)**||2643.00||386.00||146.00||36.00||50.00||3261.00||3175.00||4.70||0.74||80.00||367.00||1193.00||1453.00||5.00||7.00||156.00||1482.00||1779.00
|-
| Computer Science A||2902.00||3434.00||2178.00||1433.00||5102.00||15049.00||8514.00||2.84||1.56||215.00||2508.00||5539.00||6274.00||13.00||3.00||497.00||12282.00||2767.00
|-
| Computer Science AB||1682.00||997.00||926.00||473.00||986.00||5064.00||3605.00||3.38||1.50||43.00||599.00||2024.00||2246.00||13.00||5.00||134.00||4461.00||603.00
|-
| Economics - Macro||8462.00||14693.00||9881.00||10311.00||16769.00||60116.00||33036.00||2.80||1.43||109.00||876.00||6684.00||49818.00||245.00||2.00||2382.00||32931.00||27185.00
|-
| Economics - Micro||6080.00||10300.00||7766.00||5459.00||7778.00||37383.00||24146.00||3.04||1.38||24.00||1109.00||5589.00||29006.00||228.00||2.00||1425.00||21438.00||15945.00
|-
| English Language||25840.00||51720.00||88529.00||85517.00||30624.00||282230.00||166089.00||2.85||1.12||90.00||4346.00||229191.00||37769.00||64.00||3.00||10767.00||104425.00||177805.00
|-
| English Literature||20829.00||62283.00||99267.00||90050.00||26049.00||298478.00||182379.00||2.87||1.06||20.00||651.00||23745.00||262341.00||151.00||4.00||11566.00||108109.00||190369.00
|-
| Environmental Science||5670.00||12092.00||9383.00||9183.00||16088.00||52416.00||27145.00||2.66||1.40||728.00||2068.00||17448.00||29665.00||45.00||0.00||2462.00||23129.00||29287.00
|-
| European History||10800.00||18314.00||34823.00||10910.00||22195.00||97042.00||63937.00||2.84||1.28||419.00||48885.00||15659.00||28580.00||36.00||1.00||3462.00||45075.00||51967.00
|-
| French Language (Standard Group)**||1244.00||2510.00||5331.00||3816.00||3928.00||16829.00||9085.00||2.60||1.20||.||.||.||.||.||.||.||.||.
|-
| French Language (Total Group)**||2743.00||3655.00||6643.00||4361.00||4307.00||21709.00||13041.00||2.82||1.28||162.00||1119.00||5943.00||13555.00||13.00||84.00||833.00||6535.00||15174.00
|-
| French Literature||501.00||487.00||480.00||337.00||263.00||2068.00||1468.00||3.30||1.34||10.00||111.00||489.00||1360.00||2.00||0.00||96.00||594.00||1474.00
|-
| German Language (Standard Group)**||342.00||760.00||938.00||885.00||635.00||3560.00||2040.00||2.80||1.23||.||.||.||.||.||.||.||.||
|-
| German Language (Total Group)**||1316.00||1160.00||1158.00||1043.00||720.00||5397.00||3634.00||3.24||1.36||80.00||302.00||1273.00||3505.00||12.00||39.00||186.00||2778.00||2619.00
|-
| Government & Politics Comparative||2188.00||2635.00||3000.00||3039.00||2496.00||13358.00||7823.00||2.92||1.35||8.00||711.00||2285.00||9745.00||15.00||0.00||594.00||6986.00||6372.00
|-
| Government & Politics United States||9705.00||30488.00||43245.00||51620.00||25920.00||160978.00||83438.00||2.67||1.13||946.00||8258.00||16900.00||128710.00||55.00||6.00||6103.00||75427.00||85551.00
|-
| Human Geography||3249.00||5183.00||6320.00||4724.00||9529.00||29005.00||14752.00||2.58||1.39||12546.00||5219.00||3874.00||6229.00||10.00||2.00||1125.00||13182.00||15823.00
|-
| Italian Language (Standard Group)**||85.00||138.00||311.00||292.00||433.00||1259.00||534.00||2.32||1.24||.||.||.||.||.||.||.||.||.
|-
| Italian Language (Total Group)**||252.00||209.00||393.00||329.00||459.00||1642.00||854.00||2.67||1.40||8.00||27.00||263.00||1267.00||6.00||0.00||71.00||582.00||1060.00
|-
| Japanese Language (Standard Group)**||102.00||66.00||182.00||99.00||218.00||667.00||350.00||2.60||1.42||.||.||.||.||.||.||.||.||.
|-
| Japanese Language (Total Group)**||724.00||154.00||314.00||152.00||323.00||1667.00||1192.00||3.48||1.57||31.00||96.00||456.00||1026.00||3.00||2.00||53.00||773.00||894.00
|-
| Latin Literature||508.00||549.00||962.00||612.00||1140.00||3771.00||2019.00||2.65||1.39||11.00||156.00||1564.00||1920.00||3.00||1.00||116.00||1766.00||2005.00
|-
| Latin Vergil||937.00||911.00||1229.00||931.00||921.00||4929.00||3077.00||3.00||1.37||36.00||313.00||2112.00||2299.00||1.00||1.00||167.00||2578.00||2351.00
|-
| Music Theory||2210.00||2263.00||3400.00||3517.00||1804.00||13194.00||7873.00||2.97||1.29||105.00||1175.00||4239.00||7189.00||12.00||15.00||459.00||7507.00||5687.00
|-
| Music Theory Aural Subscore||2184.00||2296.00||3219.00||3767.00||1728.00||13194.00||7699.00||2.96||1.28||.||.||.||.||.||.||.||.||.
|-
| Music Theory Nonaural Subscore||2240.00||2305.00||3398.00||3461.00||1790.00||13194.00||7943.00||2.98||1.29||.||.||.||.||.||.||.||.||.
|-
| Physics B||8869.00||9279.00||14931.00||10210.00||11601.00||54890.00||33079.00||2.88||1.35||103.00||1144.00||19411.00||32138.00||77.00||24.00||1993.00||35711.00||19179.00
|-
| Physics C E&M||3787.00||2871.00||1354.00||1890.00||1290.00||11192.00||8012.00||3.53||1.40||5.00||132.00||1275.00||9370.00||83.00||5.00||322.00||8678.00||2514.00
|-
| Physics C Mechanics||6877.00||6669.00||5268.00||3699.00||3801.00||26314.00||18814.00||3.35||1.38||8.00||218.00||3498.00||21651.00||99.00||9.00||831.00||19291.00||7023.00
|-
| Psychology||21833.00||30430.00||23851.00||15902.00||24112.00||116128.00||76114.00||3.09||1.41||123.00||3329.00||37075.00||70456.00||88.00||5.00||5052.00||40920.00||75208.00
|-
| Spanish Language (Standard Group)**||4299.00||8269.00||8085.00||9230.00||11290.00||41173.00||20653.00||2.64||1.34||.||.||.||.||.||.||.||.||.
|-
| Spanish Language (Total Group)**||20397.00||25383.00||19464.00||17892.00||18063.00||101199.00||65244.00||3.12||1.39||2677.00||11677.00||35429.00||43772.00||133.00||2864.00||4647.00||36166.00||65033.00
|-
| Spanish Literature||1757.00||3464.00||4207.00||2277.00||3616.00||15321.00||9428.00||2.83||1.32||129.00||1114.00||4541.00||8598.00||7.00||0.00||932.00||5100.00||10221.00
|-
| Statistics||11643.00||21076.00||24922.00||16755.00||23637.00||98033.00||57641.00||2.80||1.34||117.00||3964.00||18782.00||71348.00||193.00||10.00||3619.00||48854.00||49179.00
|-
| Studio Art 2-D Design||1494.00||2861.00||4665.00||3674.00||716.00||13410.00||9020.00||3.06||1.07||16.00||212.00||2314.00||10169.00||22.00||1.00||676.00||3895.00||9515.00
|-
| Studio Art 3-D Design||223.00||324.00||935.00||665.00||173.00||2320.00||1482.00||2.90||1.05||5.00||41.00||300.00||1822.00||5.00||0.00||147.00||823.00||1497.00
|-
| Studio Art Drawing||1681.00||2470.00||5043.00||3546.00||818.00||13558.00||9194.00||3.05||1.09||8.00||316.00||2506.00||10012.00||22.00||0.00||694.00||3964.00||9594.00
|-
| United States History||37110.00||66325.00||74153.00||87268.00||68706.00||333562.00||177588.00||2.75||1.29||354.00||27033.00||277343.00||17332.00||40.00||10.00||11450.00||151569.00||181993.00
|-
| World History||11461.00||17183.00||26616.00||24773.00||21942.00||101975.00||55260.00||2.72||1.28||4685.00||78011.00||10172.00||5561.00||19.00||4.00||3523.00||45716.00||56259.00
|}</center>

===2007 USA AP Exam Score Distribution===
The table below contains the numbers and scores of US students taking different AP exams.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
! rowspan="2" |Disciplines || rowspan="2"|Examination Grade||colspan="2"|Gender||colspan="9"|Ethnic Group||rowspan="2"|Total
|-
|Male||Female||Not Stated||American Indian||Asian||Black||Mexican American||Other||Other Hispanic||Puerto Rican||White
|-
| rowspan="7"|Art History||5||730||1469||86||8||352||28||45||122||64||8||1486||2199
|-
| 4||1377||2763||160||14||670||74||138||223||213||18||2630||4140
|-
| 3||1614||3288||190||25||711||141||211||242||348||37||2997||4902
|-
| 2||1141||2332||124||16||511||145||223||163||291||35||1965||3473
|-
| 1||1296||2403||162||22||499||279||347||152||461||41||1736||3699
|-
| Total||6158||12255||722||85||2743||667||964||902||1377||139||10814||18413
|-
| Mean||2.85||2.88||2.84||2.65||2.95||2.14||2.29||3.00||2.37||2.40||3.02||2.87
|-
| rowspan="7"|Biology||5||13617||13318||731||51||7032||398||317||1150||560||96||16600||26935
|-
| 4||13026||15463||771||100||5569||808||526||1223||726||132||18634||28489
|-
| 3||12717||17312||833||140||4954||1143||824||1177||988||182||19788||30029
|-
| 2||12309||20768||997||193||4740||2089||1555||1303||1481||272||20447||33077
|-
| 1||7354||15437||737||152||2920||3585||2174||893||1965||283||10082||22791
|-
| Total||59023||82298||4069||636||25215||8023||5396||5746||5720||965||85551||141321
|-
| Mean||3.22||2.88||2.94||2.54||3.36||2.05||2.12||3.08||2.38||2.47||3.13||3.03
|-
| rowspan="7"|Calculus AB||5||25366||16543||962||84||8008||512||617||1202||901||115||29508||41909
|-
| 4||20395||17916||897||110||6279||853||798||1178||947||135||27114||38311
|-
| 3||19533||19635||983||154||6015||1213||1298||1191||1216||180||26918||39168
|-
| 2||15484||16379||749||143||4744||1417||1445||1007||1231||172||20955||31863
|-
| 1||24230||29065||1438||332||6876||5334||4557||1563||3312||405||29478||53295
|-
| Total||105008||99538||5029||823||31922||9329||8715||6141||7607||1007||133973||204546
|-
| Mean||3.07||2.76||2.84||2.36||3.12||1.91||2.02||2.91||2.33||2.39||3.05||2.92
|-
| rowspan="7"|Calculus BC||5||17507||9396||654||53||8045||247||296||918||462||80||16148||26903
|-
| 4||6460||4771||268||25||2876||219||180||415||272||38||6938||11231
|-
| 3||6450||5410||276||25||2939||306||333||384||337||42||7218||11860
|-
| 2||2091||1944||104||18||965||138||146||138||128||17||2381||4035
|-
| 1||4382||4203||223||33||1969||494||442||323||393||30||4678||8585
|-
| Total||36890||25724||1525||154||16794||1404||1397||2178||1592||207||37363||62614
|-
| Mean||3.83||3.51||3.67||3.31||3.84||2.71||2.82||3.67||3.18||3.58||3.74||3.70
|-
| rowspan="7"|Chemistry||5||9090||4631||348||25||4372||153||104||486||204||35||7994||13721
|-
| 4||9620||6935||446||38||4151||316||207||572||322||53||10450||16555
|-
| 3||11583||9871||542||85||4371||569||432||823||552||97||13983||21454
|-
| 2||8607||8788||424||76||3034||689||499||599||559||99||11416||17395
|-
| 1||10549||13633||653||144||3535||2475||1701||945||1450||205||13074||24182
|-
| Total||49449||43858||2413||368||19463||4202||2943||3425||3087||489||56917||93307
|-
| Mean||2.96||2.55||2.76||2.25||3.14||1.81||1.82||2.72||2.12||2.21||2.80||2.77
|-
| rowspan="7"|Chinese Lang & Cultures||5||854||1118||77||.||1857||.||.||20||.||.||16||1972
|-
| 4||145||158||8||.||264||.||.||7||.||.||23||303
|-
| 3||65||48||11||.||76||3||.||3||.||.||19||113
|-
| 2||14||16||1||.||14||.||.||3||.||.||10||30
|-
| 1||17||25||.||.||18||2||.||1||.||.||16||42
|-
| Total||1095||1365||97||4||2229||5||4||34||3||.||84||2460
|-
| Mean||4.65||4.71||4.66||.||4.76||2.20||.||4.24||.||.||3.15||4.68
|-
| rowspan="7"|Computer Science A||5||2386||396||51||6||717||25||25||102||51||12||1793||2782
|-
| 4||2810||491||81||8||782||56||60||124||91||14||2085||3301
|-
| 3||1726||375||48||12||485||46||51||73||61||12||1313||2101
|-
| 2||1119||261||25||6||296||41||43||59||50||11||849||1380
|-
| 1||3823||1142||144||22||1039||472||250||216||312||34||2476||4965
|-
| Total||11864||2665||349||54||3319||640||429||574||565||83||8516||14529
|-
| Mean||2.90||2.53||2.63||2.44||2.95||1.63||1.99||2.72||2.15||2.51||2.98||2.83
|-
| rowspan="7"|Computer Science AB||5||1433||179||33||2||444||15||12||63||18||6||1019||1612
|-
| 4||831||129||10||2||247||10||17||31||14||3||626||960
|-
| 3||787||105||29||1||248||13||11||43||21||2||524||892
|-
| 2||401||53||18||2||128||10||3||16||14||2||261||454
|-
| 1||820||125||27||6||224||29||32||38||32||4||553||945
|-
| Total||4272||591||117||13||1291||77||75||191||99||17||2983||4863
|-
| Mean||3.39||3.31||3.03||2.38||3.43||2.64||2.65||3.34||2.72||3.29||3.43||3.38
|-
| rowspan="7"|Economics Macro||5||5037||2469||189||14||1819||68||111||278||189||20||4818||7506
|-
| 4||8373||5251||374||36||2698||279||303||495||505||47||8887||13624
|-
| 3||5234||4058||241||32||1644||313||360||341||409||44||5908||9292
|-
| 2||5146||4718||301||34||1617||402||542||364||529||75||6000||9864
|-
| 1||7212||9203||502||83||2015||1687||1746||586||1805||178||7813||16415
|-
| Total||31002||25699||1607||199||9793||2749||3062||2064||3437||364||33426||56701
|-
| Mean||2.96||2.50||2.66||2.32||3.07||1.78||1.85||2.77||2.05||2.05||2.91||2.75
|-
| rowspan="7"|Economics Micro||5||3697||1401||152||9||1261||44||49||193||78||10||3302||5098
|-
| 4||5791||3369||260||20||1871||177||175||340||249||32||6036||9160
|-
| 3||4012||3090||209||20||1242||226||209||264||249||47||4636||7102
|-
| 2||2654||2457||157||18||788||238||234||182||189||32||3273||5111
|-
| 1||3360||4115||247||26||950||960||635||266||619||132||3640||7475
|-
| Total||19514||14432||1025||93||6112||1645||1302||1245||1384||253||20887||33946
|-
| Mean||3.20||2.69||2.92||2.66||3.28||1.85||2.05||3.01||2.26||2.04||3.10||2.98
|-
| rowspan="7"|English Lang & Composition||5||10163||15274||704||62||3680||402||333||1100||609||92||18455||25437
|-
| 4||19690||31194||1382||209||6156||1281||1189||2043||1592||231||36801||50884
|-
| 3||31986||55167||2391||476||9374||3941||3697||3206||3726||566||59776||87153
|-
| 2||29442||54801||2560||663||8342||7901||7949||3130||6296||804||46598||84243
|-
| 1||11540||18709||1035||300||2122||6162||4937||989||3997||342||10365||30249
|-
| Total||102821||175145||8072||1710||29674||19687||18105||10468||16220||2035||171995||277966
|-
| Mean||2.88||2.83||2.77||2.46||3.03||2.08||2.12||2.92||2.29||2.47||3.04||2.85
|-
| rowspan="7"|English Lit & Composition||5||6482||13815||645||39||2628||264||237||871||365||72||15176||20297
|-
| 4||21394||39453||1737||213||6731||1413||1054||2151||1495||252||45801||60847
|-
| 3||35632||61469||2744||470||9489||4196||3090||3162||3487||644||69819||97101
|-
| 2||32099||56235||2574||651||8637||9177||6305||3068||5555||934||51433||88334
|-
| 1||10314||15424||855||254||2138||6879||3148||857||2974||357||8276||25738
|-
| Total||105921||186396||8555||1627||29623||21929||13834||10109||13876||2259||190505||292317
|-
| Mean||2.83||2.89||2.85||2.47||2.97||2.04||2.20||2.91||2.33||2.45||3.04||2.87
|-
| rowspan="7"|Environmental Science||5||3313||2270||177||10||824||53||69||205||123||21||4101||5583
|-
| 4||6146||5798||365||36||1420||246||244||460||401||61||8711||11944
|-
| 3||4264||5029||285||35||1054||314||244||369||358||53||6581||9293
|-
| 2||3682||5421||300||50||973||416||323||336||479||61||6165||9103
|-
| 1||5464||10511||560||94||1593||1951||1072||644||1520||181||8360||15975
|-
| Total||22869||29029||1687||225||5864||2980||1952||2014||2881||377||33918||51898
|-
| Mean||2.92||2.45||2.58||2.19||2.81||1.67||1.93||2.63||2.00||2.15||2.82||2.65
|-
| rowspan="7"|European History||5||5633||4933||301||19||1662||109||120||425||262||29||7639||10566
|-
| 4||9106||8811||527||61||2481||304||275||753||508||78||12930||17917
|-
| 3||16137||18077||986||139||4169||939||881||1393||1098||181||24428||34214
|-
| 2||4661||6079||324||56||1271||438||408||401||455||74||7313||10740
|-
| 1||8737||13161||730||116||2377||1761||1557||927||1364||227||12839||21898
|-
| Total||44274||51061||2868||391||11960||3551||3241||3899||3687||589||65149||95335
|-
| Mean||2.96||2.73||2.77||2.52||2.98||2.03||2.07||2.83||2.42||2.33||2.93||2.84
|-
| rowspan="7"|French Language||5||701||1450||91||1||201||144||23||170||87||6||1428||2151
|-
| 4||884||2221||114||4||374||182||58||220||111||10||2032||3105
|-
| 3||1810||4237||193||10||783||302||180||298||273||7||4001||6047
|-
| 2||1161||2981||163||12||498||204||181||180||191||7||2706||4142
|-
| 1||1286||2924||134||12||466||300||329||188||308||25||2448||4210
|-
| Total||5842||13813||695||39||2322||1132||771||1056||970||55||12615||19655
|-
| Mean||2.75||2.73||2.81||2.23||2.72||2.70||2.05||3.00||2.46||2.36||2.78||2.74
|-
| rowspan="7"|French Literature||5||118||314||28||.||44||13||6||28||14||2||297||432
|-
| 4||114||319||16||.||53||23||4||24||11||2||300||433
|-
| 3||121||322||24||.||50||27||5||25||17||||294||443
|-
| 2||101||217||14||.||38||17||10||20||13||1||205||318
|-
| 1||85||166||7||.||24||17||3||12||20||1||167||251
|-
| Total||539||1338||89||1||209||97||28||109||75||6||1263||1877
|-
| Mean||3.15||3.30||3.49||.||3.26||2.98||3.00||3.33||2.81||3.50||3.28||3.25
|-
| rowspan="7"|German Language||5||464||510||39||2||48||18||1||44||13||1||808||974
|-
| 4||533||530||25||4||72||14||10||46||20||1||871||1063
|-
| 3||600||516||29||3||67||15||9||37||24||3||929||1116
|-
| 2||530||499||30||3||62||11||16||39||19||6||843||1029
|-
| 1||415||298||20||7||44||30||24||24||30||5||529||713
|-
| Total||2542||2353||143||19||293||88||60||190||106||16||3980||4895
|-
| Mean||3.04||3.19||3.23||2.53||3.06||2.76||2.13||3.25||2.69||2.19||3.15||3.11
|-
| rowspan="7"|Government Politics Comp||5||1256||784||60||2||281||28||29||78||62||8||1492||2040
|-
| 4||1461||1057||92||11||340||47||50||106||77||11||1784||2518
|-
| 3||1488||1390||104||17||344||90||61||134||103||23||2002||2878
|-
| 2||1481||1456||85||10||322||156||81||148||127||17||1991||2937
|-
| 1||1072||1382||106||22||262||262||134||114||147||24||1383||2454
|-
| Total||6758||6069||447||62||1549||583||355||580||516||83||8652||12827
|-
| Mean||3.05||2.74||2.81||2.37||3.04||2.01||2.32||2.80||2.57||2.54||3.00||2.90
|-
| rowspan="7"|Government Politics US||5||5392||4272||267||18||1341||127||138||359||186||25||7203||9664
|-
| 4||16375||13992||829||100||3901||580||624||1113||825||131||22264||30367
|-
| 3||21584||21509||1101||179||5304||1464||1385||1518||1544||242||30356||43093
|-
| 2||22468||28942||1483||279||6275||3227||3145||1925||2815||401||31860||51410
|-
| 1||9325||16487||757||160||2885||4032||3439||972||3194||304||10069||25812
|-
| Total||75144||85202||4437||736||19706||9430||8731||5887||8564||1103||101752||160346
|-
| Mean||2.81||2.54||2.63||2.37||2.72||1.89||1.96||2.65||2.07||2.25||2.85||2.67
|-
| rowspan="7"|Human Geography||5||1765||1310||72||10||446||69||44||122||96||17||2199||3075
|-
| 4||2538||2491||145||16||639||184||89||187||228||22||3519||5029
|-
| 3||2929||3260||169||21||676||323||170||252||411||63||4104||6189
|-
| 2||2019||2627||140||24||448||386||210||176||350||60||2852||4646
|-
| 1||3614||5834||329||44||710||1843||645||385||949||196||4347||9448
|-
| Total||12865||15522||855||115||2919||2805||1158||1122||2034||358||17021||28387
|-
| Mean||2.75||2.41||2.40||2.34||2.88||1.66||1.86||2.54||2.10||1.89||2.79||2.56
|-
| rowspan="7"|Italian Language||5||73||122||6||.||5||2||4||11||32||2||131||195
|-
| 4||61||127||8||.||2||2||9||8||41||1||117||188
|-
| 3||127||258||11||.||23||3||13||13||63||7||252||385
|-
| 2||114||214||12||.||16||5||7||12||41||5||230||328
|-
| 1||172||287||19||.||18||9||11||14||27||9||352||459
|-
| Total||547||1008||56||2||64||21||44||58||204||24||1082||1555
|-
| Mean||2.54||2.59||2.46||.||2.38||2.19||2.73||2.83||3.05||2.25||2.49||2.57
|-
| rowspan="7"|Japanese Lang & Culture||5||210||226||18||.||351||1||||30||1||.||34||436
|-
| 4||63||66||6||.||79||1||1||5||2||.||34||129
|-
| 3||131||171||15||.||172||9||4||13||4||.||85||302
|-
| 2||68||79||4||.||67||7||1||13||1||.||54||147
|-
| 1||163||151||13||.||116||9||7||18||12||.||136||314
|-
| Total||635||693||56||1||785||27||13||79||20||4||343||1328
|-
| Mean||3.14||3.20||3.21||.||3.61||2.19||1.92||3.20||1.95||.||2.35||3.17
|-
| rowspan="7"|Latin Literature||5||239||265||18||1||92||10||3||22||7||2||349||504
|-
| 4||243||302||18||||83||17||3||27||3||1||393||545
|-
| 3||450||503||31||2||117||27||12||41||10||1||712||953
|-
| 2||276||332||23||3||60||21||11||22||7||.||461||608
|-
| 1||553||585||35||7||134||42||17||46||41||5||811||1138
|-
| Total||1761||1987||125||13||486||117||46||158||68||9||2726||3748
|-
| Mean||2.62||2.66||2.69||1.85||2.87||2.42||2.22||2.73||1.94||2.44||2.64||2.64
|-
| rowspan="7"|Latin Vergil||5||489||436||32||.||136||16||6||48||11||1||675||925
|-
| 4||512||393||36||4||109||15||6||42||12||4||677||905
|-
| 3||646||582||34||6||137||28||12||49||21||5||936||1228
|-
| 2||475||453||26||5||77||28||16||34||23||3||716||928
|-
| 1||449||471||40||8||66||32||26||28||22||1||697||920
|-
| Total||2571||2335||168||23||525||119||66||201||89||14||3701||4906
|-
| Mean||3.05||2.94||2.96||2.26||3.33||2.62||2.24||3.24||2.63||3.07||2.98||3.00
|-
| rowspan="7"|Music Theory||5||1359||779||73||5||334||32||21||57||38||8||1570||2138
|-
| 4||1277||946||72||10||299||52||35||64||40||12||1639||2223
|-
| 3||1880||1482||86||20||380||102||67||104||126||32||2445||3362
|-
| 2||1886||1596||119||18||362||224||109||127||153||41||2329||3482
|-
| 1||1011||777||64||15||146||249||82||62||165||30||975||1788
|-
| Total||7413||5580||414||68||1521||659||314||414||522||123||8958||12993
|-
| Mean||3.01||2.88||2.93||2.59||3.21||2.08||2.38||2.82||2.30||2.41||3.06||2.96
|-
| rowspan="7"|Physics B||5||6142||1856||203||20||2031||54||69||288||137||28||5168||7998
|-
| 4||6279||2507||235||27||1750||133||128||276||194||35||6008||8786
|-
| 3||9545||4884||406||42||2664||310||364||510||396||60||9677||14429
|-
| 2||6085||3896||257||43||1755||414||384||315||403||63||6347||9981
|-
| 1||6148||5293||340||74||1810||1137||1112||431||882||89||5566||11441
|-
| Total||34199||18436||1441||206||10010||2048||2057||1820||2012||275||32766||52635
|-
| Mean||3.01||2.55||2.79||2.40||3.04||1.81||1.86||2.82||2.16||2.45||2.97||2.85
|-
| rowspan="7"|Physics C Elec & Magnet||5||2971||616||97||7||1107||28||23||120||59||5||2141||3587
|-
| 4||2143||622||70||13||755||40||31||101||59||9||1687||2765
|-
| 3||987||332||28||3||351||32||29||37||22||6||811||1319
|-
| 2||1339||503||61||5||425||47||34||56||48||8||1158||1842
|-
| 1||918||357||39||3||306||40||40||47||64||5||731||1275
|-
| Total||8358||2430||295||31||2944||187||157||361||252||33||6528||10788
|-
| Mean||3.59||3.26||3.42||3.52||3.66||2.83||2.76||3.53||3.00||3.03||3.51||3.51
|-
| rowspan="7"|Physics C Mechanics||5||5252||1252||166||16||1894||45||52||207||107||18||3999||6504
|-
| 4||4847||1634||188||12||1490||74||76||218||138||26||4259||6481
|-
| 3||3789||1381||137||26||1034||106||102||157||134||19||3455||5170
|-
| 2||2478||1163||93||24||703||119||97||108||144||23||2330||3641
|-
| 1||2328||1430||109||20||771||270||230||136||226||25||1971||3758
|-
| Total||18694||6860||693||98||5892||614||557||826||749||111||16014||25554
|-
| Mean||3.44||3.02||3.30||2.80||3.51||2.19||2.32||3.31||2.67||2.90||3.37||3.33
|-
| rowspan="7"|Psychology||5||7439||13750||589||59||3260||384||233||783||575||101||15205||21189
|-
| 4||10963||18770||844||125||3776||1064||545||1127||1110||184||20958||29733
|-
| 3||8488||14926||656||117||2645||1212||597||847||1008||183||16149||23414
|-
| 2||5378||10244||466||77||1664||1196||548||568||839||138||10126||15622
|-
| 1||7682||15958||818||124||2521||3665||1469||945||2098||283||11717||23640
|-
| Total||39950||73648||3373||502||13866||7521||3392||4270||5630||889||74155||113598
|-
| Mean||3.13||3.06||2.98||2.84||3.26||2.11||2.27||3.06||2.51||2.64||3.24||3.08
|-
| rowspan="7"|Spanish Language||5||6585||13170||529||6||809||91||7237||416||6845||356||3466||19755
|-
| 4||8649||16516||790||22||1334||228||8890||543||6575||461||6322||25165
|-
| 3||6886||12473||598||32||1211||314||6239||468||4108||331||6058||19359
|-
| 2||6435||11365||580||43||1327||458||4785||483||3121||303||6700||17800
|-
| 1||7121||10879||642||56||1388||1210||3488||549||2397||274||7996||18000
|-
| Total||35676||64403||3139||159||6069||2301||30639||2459||23046||1725||30542||100079
|-
| Mean||3.03||3.15||2.99||2.24||2.81||1.93||3.38||2.92||3.54||3.19||2.69||3.11
|-
| rowspan="7"|Spanish Literature||5||452||1057||47||1||78||9||413||40||536||17||368||1509
|-
| 4||946||2324||104||1||148||24||1283||65||1024||41||580||3270
|-
| 3||1309||2812||95||1||111||30||1929||69||1355||48||483||4121
|-
| 2||742||1520||57||2||48||17||1114||28||751||32||213||2262
|-
| 1||1415||2173||149||3||49||56||1676||53||1177||84||341||3588
|-
| Total||4864||9886||452||8||434||136||6415||255||4843||222||1985||14750
|-
| Mean||2.65||2.86||2.65||2.38||3.36||2.36||2.63||3.04||2.79||2.44||3.21||2.79
|-
| rowspan="7"|Statistics||5||7099||4232||264||16||2675||92||98||342||152||31||7661||11331
|-
| 4||11470||9124||505||65||3697||335||265||583||445||67||14632||20594
|-
| 3||11984||12499||606||95||3668||645||520||751||697||97||17404||24483
|-
| 2||7526||9005||501||74||2228||748||543||529||640||100||11168||16531
|-
| 1||9864||13479||741||123||3142||2776||1516||833||1518||239||12455||23343
|-
| Total||47943||48339||2617||373||15410||4596||2942||3038||3452||534||63320||96282
|-
| Mean||2.97||2.62||2.64||2.40||3.03||1.74||1.94||2.69||2.15||2.16||2.90||2.79
|-
| rowspan="7"|Studio Art 2-D Design||5||471||959||41||8||172||41||30||57||66||11||1004||1430
|-
| 4||755||2012||110||10||275||95||82||104||149||16||1926||2767
|-
| 3||1267||3258||156||28||390||198||177||164||236||38||3138||4525
|-
| 2||1037||2526||146||32||271||215||164||154||208||37||2336||3563
|-
| 1||261||440||23||4||36||84||63||28||64||16||383||701
|-
| Total||3791||9195||476||82||1144||633||516||507||723||118||8787||12986
|-
| Mean||3.04||3.06||3.00||2.83||3.24||2.67||2.71||3.02||2.92||2.74||3.09||3.05
|-
| rowspan="7"|Studio Art 3-D Design||5||93||123||6||||14||7||9||3||10||2||165||216
|-
| 4||124||191||13||2||27||18||17||11||24||1||202||315
|-
| 3||304||615||37||7||69||34||44||50||58||3||617||919
|-
| 2||223||437||25||6||51||41||41||33||42||6||415||660
|-
| 1||68||103||1||1||18||22||14||10||15||||90||171
|-
| Total||812||1469||82||16||179||122||125||107||149||12||1489||2281
|-
| Mean||2.94||2.86||2.98||2.63||2.82||2.57||2.73||2.66||2.81||2.92||2.96||2.89
|-
| rowspan="7"|Studio Art Drawing||5||424||1184||57||4||312||55||38||57||80||10||995||1608
|-
| 4||614||1762||73||10||350||87||94||84||128||21||1529||2376
|-
| 3||1407||3490||162||22||589||214||220||210||287||37||3156||4897
|-
| 2||1049||2362||144||23||315||257||234||150||201||31||2056||3411
|-
| 1||348||436||36||7||52||157||72||32||69||12||347||784
|-
| Total||3842||9234||472||66||1618||770||658||533||765||111||8083||13076
|-
| Mean||2.93||3.10||2.94||2.71||3.34||2.51||2.68||2.97||2.93||2.87||3.10||3.05
|-
| rowspan="7"|US History||5||19202||17597||1057||80||6010||611||524||1529||871||134||25983||36799
|-
| 4||32938||32925||1773||243||8289||1704||1493||2647||1752||315||47647||65863
|-
| 3||34953||38735||1968||339||7943||2938||2524||2697||2539||393||52347||73688
|-
| 2||37502||49139||2430||545||8607||5536||5110||3099||4078||650||56586||86641
|-
| 1||25869||42321||2118||540||6089||10268||8330||2446||6283||844||31272||68190
|-
| Total||150464||180717||9346||1747||36938||21057||17981||12418||15523||2336||213835||331181
|-
| Mean||2.88||2.64||2.70||2.30||2.99||1.90||1.93||2.82||2.15||2.25||2.91||2.75
|-
| rowspan="7"|World History||5||6296||4926||260||31||1921||244||168||526||299||51||7722||11222
|-
| 4||8766||8188||402||70||2570||591||451||726||577||84||11483||16954
|-
| 3||12593||13777||696||130||3841||1357||1067||1079||1301||215||16684||26370
|-
| 2||10102||14503||690||131||3166||1990||1754||1058||1714||249||13853||24605
|-
| 1||7472||14396||743||128||1951||3754||2939||807||2727||344||8475||21868
|-
| Total||45229||55790||2791||490||13449||7936||6379||4196||6618||943||58217||101019
|-
| Mean||2.92||2.55||2.55||2.48||2.95||1.94||1.93||2.79||2.09||2.20||2.93||2.71
|-
| rowspan="6"|Number of Students at Each Grade Level||9/10||101538||124905||5760||935||30886||14085||17858||9133||15675||1879||130232||226443
|-
| 11||232003||309833||12672||2918||60620||34079||36140||19844||32393||4088||339082||541836
|-
| 12||263655||340942||13422||2986||66847||40389||31527||19353||32595||4974||392504||604597
|-
| <9||1198||1941||45||2||61||16||2041||44||762||5||163||3139
|-
| Not HS||25269||30885||9347||243||4091||4005||3941||1894||3949||496||28188||56154
|-
| Total||623663||808506||41246||7084||162505||92574||91507||50268||85374||11442||890169||1432169
|}
</center>

The table below is a transformation of the 2007 USA AP Exam Score Distribution table above. The style of the table was reformatted and the data was changed by adding 1 to the numbers and then taking a logarithm of result ({\log_10(data+1)\}. The missing data present in the previous table have been substituted with zeroes.
<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| Examination_Grade||Discipline||Sex||Not_Stated||American_Indian||Asian||Black||Mexican_American||Other||Other_Hispanic||Puerto_Rican||White||Total
|-
| 5||Art_History||Male||1.44715803||0||2.12057393||0.77815125||1.30103||1.54406804||1.43136376||0.77815125||2.68484536||2.86391738
|-
| 4||Art_History||Male||1.68124124||0.77815125||2.39093511||1.36172784||1.75587486||1.88081359||1.93951925||0.84509804||2.92220628||3.13924922
|-
| 3||Art_History||Male||1.86332286||0.95424251||2.42813479||1.60205999||1.90848502||1.96378783||2.07554696||1||2.96894968||3.20817253
|-
| 2||Art_History||Male||1.56820172||0.47712125||2.32014629||1.70757018||1.8920946||1.71600334||2.05690485||1.14612804||2.77232171||3.0576661
|-
| 1||Art_History||Male||1.86923172||0.69897||2.30535137||1.95904139||2.12385164||1.73239376||2.18469143||1.25527251||2.75966784||3.11293998
|-
| 5||Biology||Male||2.57170883||1.41497335||3.54924856||2.21484385||2.29225607||2.76715587||2.48429984||1.73239376||3.92329584||4.13411333
|-
| 4||Biology||Male||2.5797836||1.69897||3.42520805||2.49136169||2.44090908||2.7458552||2.5728716||1.76342799||3.92262167||4.11484441
|-
| 3||Biology||Male||2.55870857||1.8260748||3.33865567||2.61384182||2.61172331||2.69983773||2.63548375||1.93449845||3.91787296||4.10441882
|-
| 2||Biology||Male||2.61172331||1.88649073||3.2929203||2.82151353||2.83186977||2.67209786||2.76492298||2.06445799||3.8668188||4.09025805
|-
| 1||Biology||Male||2.46686762||1.73239376||3.03862016||3.01494035||2.8585372||2.48713838||2.78887512||1.91907809||3.4998245||3.86658268
|-
| 5||Calculus_AB||Male||2.77887447||1.8260748||3.65176245||2.45024911||2.62324929||2.84385542||2.74741181||1.89762709||4.25968942||4.40426911
|-
| 4||Calculus_AB||Male||2.71011737||1.81291336||3.50528567||2.63748973||2.66370093||2.76566855||2.71850169||1.86332286||4.16289284||4.309545
|-
| 3||Calculus_AB||Male||2.71432976||1.8920946||3.45438747||2.72672721||2.85308953||2.75739603||2.80821097||1.97312785||4.13174695||4.29079118
|-
| 2||Calculus_AB||Male||2.58433122||1.90848502||3.35372394||2.74818803||2.86332286||2.68124124||2.77670118||1.88649073||4.01389006||4.18991121
|-
| 1||Calculus_AB||Male||2.84941941||2.17026172||3.50365452||3.29380436||3.30578115||2.83058867||3.14860265||2.30319606||4.14363924||4.38437134
|-
| 5||Calculus_BC||Male||2.63144377||1.60205999||3.69019608||2.17318627||2.32633586||2.75511227||2.52113808||1.76342799||4.03454825||4.24323654
|-
| 4||Calculus_BC||Male||2.18469143||1.30103||3.18723862||2.06069784||2.06069784||2.38560627||2.26245109||1.39794001||3.61023418||3.81029974
|-
| 3||Calculus_BC||Male||2.22530928||1.23044892||3.18695634||2.18469143||2.30535137||2.35024802||2.29885308||1.32221929||3.59516541||3.80962704
|-
| 2||Calculus_BC||Male||1.75587486||1.11394335||2.67851838||1.81291336||1.93951925||1.80617997||1.8260748||1||3.10037055||3.32056168
|-
| 1||Calculus_BC||Male||2.06818586||1.20411998||3.00603795||2.30963017||2.35410844||2.19589965||2.30749604||1.32221929||3.38614211||3.64177147
|-
| 5||Chemistry||Male||2.34830486||1.20411998||3.42028588||1.98677173||1.85125835||2.52504481||2.13672057||1.32221929||3.74562122||3.95861166
|-
| 4||Chemistry||Male||2.43933269||1.41497335||3.35063561||2.22010809||2.15836249||2.51982799||2.29446623||1.54406804||3.79330135||3.98322021
|-
| 3||Chemistry||Male||2.45484486||1.73239376||3.34183006||2.42813479||2.39967372||2.62117628||2.47275645||1.72427587||3.89036512||4.06385855
|-
| 2||Chemistry||Male||2.34242268||1.65321251||3.16465022||2.42975228||2.40483372||2.4440448||2.42813479||1.71600334||3.76110054||3.93490226
|-
| 1||Chemistry||Male||2.49554434||1.83884909||3.20139712||2.95808585||2.89652622||2.60852603||2.78746047||1.91381385||3.76260355||4.02325246
|-
| 5||Chinese_Lang._&_Cultures||Male||1.66275783||0||2.89762709||0||0||0.95424251||0||0||1.11394335||2.93196611
|-
| 4||Chinese_Lang._&_Cultures||Male||0.69897||0||2.11058971||0||0||0.60205999||0||0||1.04139269||2.16435286
|-
| 3||Chinese_Lang._&_Cultures||Male||0.69897||0||1.66275783||0||0||0.47712125||0||0||1.11394335||1.81954394
|-
| 2||Chinese_Lang._&_Cultures||Male||0.30103||0||0.90308999||0||0||0.47712125||0||0||0.60205999||1.17609126
|-
| 1||Chinese_Lang._&_Cultures||Male||0||0||0.95424251||0||0||0.30103||0||0||0.90308999||1.25527251
|-
| 5||Computer_Science_A||Male||1.65321251||0.69897||2.74973632||1.36172784||1.36172784||1.94939001||1.65321251||1.11394335||3.20139712||3.37785242
|-
| 4||Computer_Science_A||Male||1.87506126||0.84509804||2.77451697||1.68124124||1.74036269||2.0374265||1.88649073||1.14612804||3.26458173||3.44886085
|-
| 3||Computer_Science_A||Male||1.62324929||1.11394335||2.55870857||1.53147892||1.62324929||1.79934055||1.69019608||1||3.04921802||3.23729234
|-
| 2||Computer_Science_A||Male||1.36172784||0.77815125||2.32428246||1.50514998||1.44715803||1.66275783||1.62324929||1||2.86332286||3.04921802
|-
| 1||Computer_Science_A||Male||2.01703334||1.30103||2.87448182||2.48429984||2.25527251||2.20682588||2.35218252||1.462398||3.31365635||3.58251788
|-
| 5||Computer_Science_AB||Male||1.47712125||0.47712125||2.57054294||1.14612804||1.07918125||1.72427587||1.17609126||0.84509804||2.97127585||3.15654915
|-
| 4||Computer_Science_AB||Male||1||0.47712125||2.30103||0.95424251||1.17609126||1.43136376||1.04139269||0.60205999||2.74896286||2.92012333
|-
| 3||Computer_Science_AB||Male||1.462398||0.30103||2.30103||1.07918125||1||1.5797836||1.2787536||0.47712125||2.68394713||2.89652622
|-
| 2||Computer_Science_AB||Male||1.17609126||0.47712125||2.0374265||1||0.47712125||1.17609126||1.07918125||0.30103||2.38201704||2.60422605
|-
| 1||Computer_Science_AB||Male||1.41497335||0.77815125||2.25285303||1.41497335||1.44715803||1.53147892||1.462398||0.60205999||2.69635639||2.91434316
|-
| 5||Economics_Macro||Male||2.12057393||1.04139269||3.0374265||1.66275783||1.89762709||2.26481782||2.1430148||1.11394335||3.52530401||3.70225816
|-
| 4||Economics_Macro||Male||2.36548798||1.462398||3.19284612||2.14921911||2.24054925||2.46686762||2.50105926||1.51851394||3.74849813||3.92293296
|-
| 3||Economics_Macro||Male||2.13353891||1.32221929||2.92941893||2.161368||2.32633586||2.2764618||2.39269695||1.2787536||3.53453376||3.71891669
|-
| 2||Economics_Macro||Male||2.21748394||1.2787536||2.920645||2.28103337||2.4345689||2.2787536||2.42160393||1.54406804||3.50324577||3.71155417
|-
| 1||Economics_Macro||Male||2.38021124||1.63346846||2.97358962||2.79448805||2.87794695||2.40483372||2.84571802||1.92941893||3.5537617||3.85811593
|-
| 5||Economics_Micro||Male||2.0374265||1||2.91487182||1.47712125||1.60205999||2.17026172||1.79239169||0.90308999||3.39392601||3.56796691
|-
| 4||Economics_Micro||Male||2.20951501||1.23044892||3.03582983||1.97312785||2.04532298||2.33041377||2.23299611||1.32221929||3.593729||3.76282855
|-
| 3||Economics_Micro||Male||2.10380372||1.07918125||2.80550086||2.04532298||2.04921802||2.14921911||2.21748394||1.39794001||3.4295908||3.60346916
|-
| 2||Economics_Micro||Male||1.92427929||1||2.60530505||2.06445799||2.04921802||1.96848295||2.00860017||1.20411998||3.23729234||3.42406453
|-
| 1||Economics_Micro||Male||2.08278537||0.95424251||2.64147411||2.5563025||2.45636603||2.10037055||2.45331834||1.78532984||3.22634209||3.52646851
|-
| 5||English_Lang._&_Composition||Male||2.48429984||1.41497335||3.19368103||2.16731733||2.12057393||2.61384182||2.36921586||1.5563025||3.86445175||4.00706466
|-
| 4||English_Lang._&_Composition||Male||2.75511227||1.92941893||3.40823997||2.63144377||2.68752896||2.86981821||2.77158748||1.89762709||4.15103258||4.29426777
|-
| 3||English_Lang._&_Composition||Male||2.94890176||2.22010809||3.57875378||3.07736791||3.14144977||3.06707086||3.11660774||2.33645973||4.33998777||4.50497351
|-
| 2||English_Lang._&_Composition||Male||2.99913054||2.38201704||3.52244423||3.35179631||3.43996394||3.02366392||3.31344537||2.4456042||4.21714164||4.46898206
|-
| 1||English_Lang._&_Composition||Male||2.63447727||2.06069784||2.95951838||3.29136885||3.28668097||2.56937391||3.13672057||2.161368||3.6349808||4.06224344
|-
| 5||English_Lit._&_Composition||Male||2.32633586||1.11394335||2.91698005||1.77815125||1.8573325||2.43933269||2.03342376||1.2787536||3.69072754||3.81177602
|-
| 4||English_Lit._&_Composition||Male||2.80071708||1.93951925||3.41128291||2.57170883||2.54900326||2.85064624||2.72427587||1.96848295||4.20539385||4.33031229
|-
| 3||English_Lit._&_Composition||Male||3.0277572||2.22530928||3.58069694||3.07591176||3.04727487||3.05307844||3.10414555||2.3783979||4.40913816||4.55185239
|-
| 2||English_Lit._&_Composition||Male||3.01029996||2.34044411||3.55047296||3.40500467||3.35812529||3.03181227||3.27207379||2.48429984||4.28418249||4.50650503
|-
| 1||English_Lit._&_Composition||Male||2.59988307||1.99122608||3.00817418||3.3533391||3.10105935||2.54282543||3.03382569||2.13353891||3.57100967||4.01346923
|-
| 5||Environmental_Science||Male||2||0.90308999||2.68484536||1.5563025||1.67209786||2.06069784||1.8920946||1.17609126||3.3872118||3.5203525
|-
| 4||Environmental_Science||Male||2.28330123||1.20411998||2.86451108||2.08635983||2.15228834||2.34439227||2.35602586||1.53147892||3.65021035||3.78866321
|-
| 3||Environmental_Science||Male||2.12385164||1.2787536||2.70757018||2.17609126||2.06818586||2.2380461||2.2787536||1.36172784||3.47099817||3.62991904
|-
| 2||Environmental_Science||Male||2.15228834||1.2787536||2.62324929||2.24054925||2.13672057||2.15533604||2.32428246||1.41497335||3.38363587||3.56620172
|-
| 1||Environmental_Science||Male||2.34439227||1.5563025||2.78103694||2.8162413||2.56110138||2.33243846||2.69548168||1.77815125||3.45055701||3.73759017
|-
| 5||European_History||Male||2.23044892||1.11394335||2.92634245||1.71600334||1.80617997||2.3283796||2.161368||1.34242268||3.61479179||3.75081684
|-
| 4||European_History||Male||2.43775056||1.5797836||3.09061071||2.08635983||2.13353891||2.5575072||2.39619935||1.5797836||3.82380015||3.95937534
|-
| 3||European_History||Male||2.66838592||1.87506126||3.2828486||2.56584782||2.62736586||2.77085201||2.66931688||1.91381385||4.07025958||4.20784971
|-
| 2||European_History||Male||2.18184359||1.41497335||2.73399929||2.19865709||2.2380461||2.24551267||2.26481782||1.47712125||3.50906805||3.66857227
|-
| 1||European_History||Male||2.47712125||1.69019608||2.97680834||2.78461729||2.77524626||2.50105926||2.72754126||1.96378783||3.7243578||3.94141204
|-
| 5||French:_Language||Male||1.53147892||0.30103||1.83250891||1.73239376||0.90308999||1.70757018||1.30103||0.30103||2.67302091||2.84633711
|-
| 4||French:_Language||Male||1.43136376||0.47712125||2.00432137||1.88649073||1.32221929||1.79934055||1.38021124||0.47712125||2.75891189||2.94694327
|-
| 3||French:_Language||Male||1.78532984||0.60205999||2.40993312||2.06445799||1.79934055||1.97772361||1.88081359||0.47712125||3.05842602||3.25791845
|-
| 2||French:_Language||Male||1.74036269||0.90308999||2.18752072||1.78532984||1.75587486||1.66275783||1.72427587||0.30103||2.86569606||3.06520613
|-
| 1||French:_Language||Male||1.69019608||0.77815125||2.20139712||1.95424251||1.97312785||1.70757018||2||0.95424251||2.86746749||3.10957855
|-
| 5||French:_Literature||Male||0.84509804||0||1.20411998||0.69897||0.69897||0.84509804||0.77815125||0||1.8920946||2.07554696
|-
| 4||French:_Literature||Male||0.77815125||0||1.04139269||0.84509804||0.47712125||1||0.69897||0||1.8920946||2.06069784
|-
| 3||French:_Literature||Male||1.07918125||0||1.11394335||0.84509804||0.47712125||0.77815125||1||0||1.88081359||2.08635983
|-
| 2||French:_Literature||Male||0.90308999||0||1.14612804||1||0.77815125||0.69897||0.60205999||0||1.77815125||2.00860017
|-
| 1||French:_Literature||Male||0.30103||0||0.84509804||0.90308999||0.30103||0.95424251||1||0||1.73239376||1.93449845
|-
| 5||German:_Language||Male||1.2787536||0.30103||1.36172784||0.84509804||0.30103||1.39794001||0.90308999||0.30103||2.58546073||2.66745295
|-
| 4||German:_Language||Male||1.07918125||0.47712125||1.62324929||0.77815125||0.90308999||1.36172784||0.90308999||0||2.64246452||2.72754126
|-
| 3||German:_Language||Male||1.2787536||0.47712125||1.5563025||0.69897||0.77815125||1.34242268||1||0||2.70500796||2.77887447
|-
| 2||German:_Language||Male||1.17609126||0.47712125||1.54406804||0.84509804||0.69897||1.23044892||1.07918125||0.69897||2.64345268||2.72509452
|-
| 1||German:_Language||Male||1.07918125||0.84509804||1.49136169||1.11394335||1.17609126||1.14612804||1.20411998||0.60205999||2.49415459||2.61909333
|-
| 5||Government_Politics_Comp.||Male||1.62324929||0.47712125||2.22010809||1.25527251||1.30103||1.72427587||1.5797836||0.69897||2.96378783||3.09933528
|-
| 4||Government_Politics_Comp.||Male||1.73239376||0.84509804||2.24551267||1.38021124||1.47712125||1.81291336||1.65321251||0.90308999||3.02571538||3.16494737
|-
| 3||Government_Politics_Comp.||Male||1.73239376||0.90308999||2.23044892||1.59106461||1.56820172||1.86923172||1.67209786||1.14612804||3.02284061||3.1728947
|-
| 2||Government_Politics_Comp.||Male||1.69019608||0.77815125||2.2121876||1.78532984||1.56820172||1.77815125||1.74818803||1||3.02036128||3.1708482
|-
| 1||Government_Politics_Comp.||Male||1.69019608||1||2.08635983||1.98227123||1.77085201||1.65321251||1.69897||1.04139269||2.80550086||3.03059972
|-
| 5||Government_Politics_U.S.||Male||2.19589965||1.11394335||2.84509804||1.81954394||1.91381385||2.29666519||1.91907809||1.23044892||3.61119206||3.73183042
|-
| 4||Government_Politics_U.S.||Male||2.6794279||1.77085201||3.30685375||2.38381537||2.53275438||2.76641285||2.67577834||1.86332286||4.08300067||4.21420783
|-
| 3||Government_Politics_U.S.||Male||2.76342799||1.94939001||3.42308196||2.79934055||2.86033801||2.83884909||2.89153746||2.04921802||4.18579705||4.33415205
|-
| 2||Government_Politics_U.S.||Male||2.84571802||2.1172713||3.46254773||3.08098705||3.14519641||2.89320675||3.08421869||2.19589965||4.14578667||4.35158374
|-
| 1||Government_Politics_U.S.||Male||2.49692965||1.75587486||3.06632593||3.11193428||3.10071509||2.53655844||3.04883009||2.05690485||3.56419246||3.96969541
|-
| 5||Human_Geography||Male||1.65321251||0.95424251||2.42813479||1.44715803||1.39794001||1.85125835||1.74818803||1||3.10105935||3.2469907
|-
| 4||Human_Geography||Male||1.88649073||0.95424251||2.49276039||1.86332286||1.72427587||1.97772361||2.09691001||1.14612804||3.25285303||3.4046627
|-
| 3||Human_Geography||Male||1.94939001||1.04139269||2.49831055||2.14612804||1.94939001||2.05690485||2.29885308||1.41497335||3.29114676||3.46686762
|-
| 2||Human_Geography||Male||1.83884909||0.90308999||2.31597035||2.20411998||1.99563519||1.80617997||2.1903317||1.51851394||3.09096308||3.30535137
|-
| 1||Human_Geography||Male||2.13353891||1.30103||2.47129171||2.84260924||2.39445168||2.1271048||2.57634135||1.85125835||3.2161659||3.5581083
|-
| 5||Italian_Language||Male||0.60205999||0||0.30103||0.30103||0.30103||0.84509804||0.84509804||0||1.73239376||1.86923172
|-
| 4||Italian_Language||Male||0.60205999||0||0.30103||0||0.47712125||0.77815125||1.07918125||0||1.60205999||1.79239169
|-
| 3||Italian_Language||Male||0.69897||0||0.90308999||0.30103||0.77815125||0.69897||1.14612804||0.47712125||1.96378783||2.10720997
|-
| 2||Italian_Language||Male||0.30103||0||0.95424251||0.47712125||0.30103||0.69897||1.11394335||0.60205999||1.92427929||2.06069784
|-
| 1||Italian_Language||Male||0.60205999||0||0.90308999||0.60205999||0.60205999||0.77815125||1.14612804||0.47712125||2.13672057||2.2380461
|-
| 5||Japanese_Lang._&_Culture||Male||1.11394335||0||2.22271647||0.30103||0||1.20411998||0.30103||0||1.20411998||2.32428246
|-
| 4||Japanese_Lang._&_Culture||Male||0.69897||0||1.5563025||0.30103||0||0.60205999||0.30103||0||1.30103||1.80617997
|-
| 3||Japanese_Lang._&_Culture||Male||0.90308999||0||1.8260748||0.69897||0.47712125||0.69897||0.30103||0||1.68124124||2.12057393
|-
| 2||Japanese_Lang._&_Culture||Male||0.47712125||0||1.49136169||0.60205999||0||0.84509804||0.30103||0||1.43136376||1.83884909
|-
| 1||Japanese_Lang._&_Culture||Male||1||0||1.68124124||0.84509804||0.77815125||1.07918125||0.90308999||0||1.88649073||2.21484385
|-
| 5||Latin:_Literature||Male||1.04139269||0||1.68124124||0.30103||0.30103||1||0.60205999||0.30103||2.22530928||2.38021124
|-
| 4||Latin:_Literature||Male||1||0||1.53147892||0.84509804||0.47712125||1.14612804||0.30103||0||2.25527251||2.38738983
|-
| 3||Latin:_Literature||Male||1.17609126||0||1.72427587||1.14612804||0.95424251||1.2787536||0.60205999||0||2.53529412||2.65417654
|-
| 2||Latin:_Literature||Male||1||0||1.44715803||0.95424251||0.60205999||1.07918125||0.60205999||0||2.33445375||2.44247977
|-
| 1||Latin:_Literature||Male||1.30103||0.69897||1.76342799||1.30103||0.95424251||1.30103||1.17609126||0.60205999||2.61384182||2.74350976
|-
| 5||Latin:_Vergil||Male||1.07918125||0||1.85125835||0.90308999||0.69897||1.44715803||0.69897||0||2.56466606||2.69019608
|-
| 4||Latin:_Vergil||Male||1.2787536||0.60205999||1.65321251||0.84509804||0.84509804||1.38021124||0.90308999||0.47712125||2.60638137||2.71011737
|-
| 3||Latin:_Vergil||Male||1.11394335||0.47712125||1.8573325||1.20411998||0.60205999||1.34242268||1||0.30103||2.71011737||2.81090428
|-
| 2||Latin:_Vergil||Male||1.25527251||0.30103||1.60205999||0.95424251||0.90308999||1.17609126||1.11394335||0.30103||2.57634135||2.67760695
|-
| 1||Latin:_Vergil||Male||1.34242268||0.69897||1.462398||1.17609126||1.17609126||1.17609126||0.95424251||0.30103||2.5390761||2.65321251
|-
| 5||Music_Theory||Male||1.73239376||0.77815125||2.2380461||1.34242268||1.17609126||1.54406804||1.43136376||0.90308999||3.01199311||3.13353891
|-
| 4||Music_Theory||Male||1.5797836||0.95424251||2.13353891||1.56820172||1.462398||1.61278386||1.41497335||1.04139269||2.98181861||3.10653085
|-
| 3||Music_Theory||Male||1.70757018||1.11394335||2.26007139||1.80617997||1.69897||1.77815125||1.84509804||1.34242268||3.13893394||3.2743888
|-
| 2||Music_Theory||Male||1.90308999||0.90308999||2.19865709||2.04139269||1.86923172||1.72427587||1.95904139||1.41497335||3.11226977||3.2757719
|-
| 1||Music_Theory||Male||1.62324929||1.07918125||1.88649073||2.09691001||1.71600334||1.61278386||1.97312785||1.20411998||2.74896286||3.00518051
|-
| 5||Physics_B||Male||2.20139712||1.30103||3.15715444||1.66275783||1.75587486||2.35218252||2.04532298||1.36172784||3.61002102||3.78838052
|-
| 4||Physics_B||Male||2.24797327||1.32221929||3.03862016||1.96378783||2.01703334||2.26481782||2.19865709||1.47712125||3.64630568||3.79795964
|-
| 3||Physics_B||Male||2.42160393||1.462398||3.20167018||2.29885308||2.39967372||2.52374647||2.43616265||1.50514998||3.81829189||3.97982143
|-
| 2||Physics_B||Male||2.19865709||1.53147892||3.00475116||2.34044411||2.40654018||2.27415785||2.41161971||1.59106461||3.59461351||3.78433195
|-
| 1||Physics_B||Male||2.27184161||1.53147892||2.98677173||2.71349054||2.78461729||2.34635297||2.64246452||1.73239376||3.49485002||3.78880449
|-
| 5||Physics_C:_Elec._&_Magnet.||Male||1.89762709||0.84509804||2.9380191||1.38021124||1.32221929||2.03342376||1.71600334||0.60205999||3.25959388||3.47304881
|-
| 4||Physics_C:_Elec._&_Magnet.||Male||1.76342799||1||2.74896286||1.49136169||1.462398||1.83250891||1.67209786||0.95424251||3.12678058||3.33122478
|-
| 3||Physics_C:_Elec._&_Magnet.||Male||1.30103||0.47712125||2.40140054||1.47712125||1.41497335||1.41497335||1.25527251||0.69897||2.78958071||2.99475694
|-
| 2||Physics_C:_Elec._&_Magnet.||Male||1.66275783||0.69897||2.47421626||1.54406804||1.44715803||1.65321251||1.5563025||0.90308999||2.92788341||3.1271048
|-
| 1||Physics_C:_Elec._&_Magnet.||Male||1.51851394||0||2.32633586||1.47712125||1.462398||1.56820172||1.71600334||0.69897||2.72263392||2.96331551
|-
| 5||Physics_C:_Mechanics||Male||2.11058971||1.20411998||3.16106839||1.56820172||1.68124124||2.23299611||1.94939001||1.23044892||3.51917146||3.7204074
|-
| 4||Physics_C:_Mechanics||Male||2.15228834||1.04139269||3.0187005||1.73239376||1.79239169||2.1903317||2.04921802||1.30103||3.5126844||3.68556261
|-
| 3||Physics_C:_Mechanics||Male||1.99122608||1.2787536||2.8350561||1.89762709||1.89762709||2.06818586||2.0211893||1.23044892||3.41497335||3.57863921
|-
| 2||Physics_C:_Mechanics||Male||1.81291336||1.11394335||2.66181269||1.91381385||1.79239169||1.81954394||1.99563519||1.2787536||3.21005085||3.39427653
|-
| 1||Physics_C:_Mechanics||Male||1.8573325||1||2.65705585||2.1430148||2.14921911||1.95904139||2.13987909||1.32221929||3.10414555||3.36716949
|-
| 5||Psychology||Male||2.37657696||1.43136376||3.09025805||2.07188201||1.99122608||2.44870632||2.32014629||1.47712125||3.71733758||3.87157294
|-
| 4||Psychology||Male||2.51587384||1.5563025||3.18184359||2.5132176||2.30103||2.6009729||2.61489722||1.83250891||3.88553083||4.03996903
|-
| 3||Psychology||Male||2.43136376||1.66275783||3.0322157||2.56110138||2.34830486||2.47129171||2.5378191||1.77085201||3.76469906||3.92885653
|-
| 2||Psychology||Male||2.22271647||1.53147892||2.8350561||2.55870857||2.25767857||2.33243846||2.42651126||1.72427587||3.53453376||3.73070154
|-
| 1||Psychology||Male||2.50242712||1.65321251||3.00603795||3.00475116||2.64048144||2.48429984||2.79726754||1.91381385||3.58568628||3.88553083
|-
| 5||Spanish_Language||Male||2.26717173||0.60205999||2.45484486||1.43136376||3.38327665||2.14612804||3.34222523||2.06069784||3.08707121||3.81862173
|-
| 4||Spanish_Language||Male||2.43136376||0.90308999||2.6580114||1.84509804||3.49679132||2.24551267||3.34222523||2.161368||3.34163234||3.93701611
|-
| 3||Spanish_Language||Male||2.30749604||1.11394335||2.64933486||1.90848502||3.37199091||2.1931246||3.15442397||2.07554696||3.32118403||3.83803008
|-
| 2||Spanish_Language||Male||2.33243846||1.25527251||2.68574174||2.04532298||3.28103337||2.1430148||3.06370856||2.06445799||3.36021461||3.80861604
|-
| 1||Spanish_Language||Male||2.44870632||1.38021124||2.7176705||2.51188336||3.2250507||2.28103337||2.99387691||2.02938378||3.47928732||3.85260197
|-
| 5||Spanish_Literature||Male||1.36172784||0||1.36172784||0.60205999||2.11058971||1.11394335||2.161368||0.60205999||2.07554696||2.6560982
|-
| 4||Spanish_Literature||Male||1.41497335||0.30103||1.75587486||0.77815125||2.57518784||1.34242268||2.45024911||1.07918125||2.23552845||2.97634998
|-
| 3||Spanish_Literature||Male||1.32221929||0.30103||1.65321251||0.95424251||2.79795964||1.43136376||2.62221402||1.17609126||2.18184359||3.1172713
|-
| 2||Spanish_Literature||Male||1.25527251||0||1.30103||0.77815125||2.57170883||0.95424251||2.34242268||1.07918125||1.96378783||2.87098881
|-
| 1||Spanish_Literature||Male||1.81291336||0.30103||1.34242268||1.32221929||2.83947805||1.34242268||2.62736586||1.34242268||2.1903317||3.15106325
|-
| 5||Statistics||Male||2.2121876||1.07918125||3.21510858||1.71600334||1.76342799||2.35602586||2.01703334||1.34242268||3.68385721||3.85125835
|-
| 4||Statistics||Male||2.45484486||1.67209786||3.31993844||2.1931246||2.20411998||2.50242712||2.40654018||1.56820172||3.91019737||4.05960128
|-
| 3||Statistics||Male||2.49554434||1.69897||3.26834391||2.44870632||2.43616265||2.56584782||2.57403127||1.62324929||3.92613657||4.07863804
|-
| 2||Statistics||Male||2.37474835||1.56820172||3.0322157||2.50514998||2.40993312||2.38381537||2.462398||1.70757018||3.70104963||3.87662192
|-
| 1||Statistics||Male||2.55022835||1.73239376||3.16790781||3.02325246||2.79726754||2.5575072||2.78031731||2.04532298||3.71891669||3.99409709
|-
| 5||Studio_Art:_2-D_Design||Male||1.17609126||0.30103||1.67209786||1.20411998||1.23044892||1.38021124||1.51851394||0.47712125||2.50920252||2.673942
|-
| 4||Studio_Art:_2-D_Design||Male||1.5563025||0.90308999||1.90848502||1.60205999||1.53147892||1.43136376||1.62324929||0.90308999||2.68841982||2.8785218
|-
| 3||Studio_Art:_2-D_Design||Male||1.71600334||1||1.96848295||1.97772361||1.8260748||1.56820172||1.8573325||1.20411998||2.92116605||3.10311925
|-
| 2||Studio_Art:_2-D_Design||Male||1.68124124||1.14612804||1.8920946||1.97772361||1.81291336||1.53147892||1.92427929||1.17609126||2.78746047||3.01619735
|-
| 1||Studio_Art:_2-D_Design||Male||1.07918125||0.47712125||1.23044892||1.56820172||1.38021124||1.11394335||1.462398||0.77815125||2.11058971||2.41830129
|-
| 5||Studio_Art:_3-D_Design||Male||0.47712125||0||0.47712125||0.47712125||0.47712125||0.47712125||0.90308999||0||1.88649073||1.97312785
|-
| 4||Studio_Art:_3-D_Design||Male||0.84509804||0.30103||1||0.77815125||0.95424251||0.30103||1.11394335||0.30103||1.91381385||2.09691001
|-
| 3||Studio_Art:_3-D_Design||Male||1.20411998||0||1.25527251||0.95424251||1.38021124||1.20411998||1.30103||0||2.31806333||2.48429984
|-
| 2||Studio_Art:_3-D_Design||Male||1.04139269||0.47712125||1.20411998||1.17609126||1.32221929||1.11394335||1.23044892||0.47712125||2.12385164||2.35024802
|-
| 1||Studio_Art:_3-D_Design||Male||0.30103||0||1||0.77815125||1||0.90308999||0.95424251||0||1.47712125||1.83884909
|-
| 5||Studio_Art:_Drawing||Male||1.25527251||0||1.74818803||1.462398||1.20411998||1.30103||1.50514998||0.84509804||2.40483372||2.62838893
|-
| 4||Studio_Art:_Drawing||Male||1.25527251||0.69897||1.95424251||1.56820172||1.67209786||1.25527251||1.69019608||0.69897||2.54900326||2.78887512
|-
| 3||Studio_Art:_Drawing||Male||1.74036269||1||2.17609126||2.02938378||1.99563519||1.78532984||1.98677173||1.34242268||2.91115761||3.14860265
|-
| 2||Studio_Art:_Drawing||Male||1.70757018||0.95424251||2.0211893||2.06818586||2.02938378||1.60205999||1.90848502||0.95424251||2.73158877||3.0211893
|-
| 1||Studio_Art:_Drawing||Male||1.30103||0.84509804||1.462398||1.86923172||1.61278386||1.20411998||1.54406804||0.95424251||2.10037055||2.54282543
|-
| 5||US_History||Male||2.75281643||1.72427587||3.47914325||2.4456042||2.45939249||2.89320675||2.65224634||1.83250891||4.1371008||4.28336908
|-
| 4||US_History||Male||2.95085146||2.13987909||3.60390183||2.83821922||2.90091307||3.09864373||2.96047078||2.14921911||4.38210714||4.51771041
|-
| 3||US_History||Male||2.98497713||2.17026172||3.58263144||3.04766419||3.07664044||3.07261748||3.06929801||2.24054925||4.40114196||4.54349688
|-
| 2||US_History||Male||3.03901732||2.35218252||3.58500928||3.30384377||3.35602586||3.10687054||3.25139485||2.43775056||4.39315386||4.57406601
|-
| 1||US_History||Male||2.93449845||2.30103||3.39984671||3.550106||3.50704587||2.94939001||3.34004732||2.49831055||4.08461202||4.41279643
|-
| 5||World_History||Male||2.15533604||1.34242268||3.02530587||2.0211893||2.0374265||2.46389299||2.2380461||1.51851394||3.64038204||3.79913369
|-
| 4||World_History||Male||2.34635297||1.54406804||3.11025292||2.39619935||2.42813479||2.54530712||2.4578819||1.64345268||3.78031731||3.94285101
|-
| 3||World_History||Male||2.55022835||1.86332286||3.25671775||2.73078228||2.75050839||2.68033551||2.78103694||2.02530587||3.90730385||4.10016369
|-
| 2||World_History||Male||2.48144263||1.68124124||3.1271048||2.89817648||2.90579588||2.5774918||2.87448182||2.04532298||3.74710093||4.00445035
|-
| 1||World_History||Male||2.45024911||1.69019608||2.83695674||3.08707121||3.03582983||2.41497335||2.97220284||2.13672057||3.45024911||3.87349498
|-
| 5||Art_History||Female||1.77815125||0.95424251||2.34635297||1.38021124||1.43136376||1.94939001||1.59106461||0.60205999||3.00173371||3.16731733
|-
| 4||Art_History||Female||2.05690485||1||2.6294096||1.72427587||1.91907809||2.17318627||2.10720997||1.11394335||3.25430633||3.44153804
|-
| 3||Art_History||Female||2.07554696||1.25527251||2.64836001||2.01283722||2.12057393||2.18184359||2.36361198||1.462398||3.31555053||3.51706387
|-
| 2||Art_History||Female||1.94939001||1.17609126||2.48287358||1.98227123||2.16731733||2.05307844||2.25285303||1.36172784||3.1383027||3.36791474
|-
| 1||Art_History||Female||1.95424251||1.2787536||2.47567119||2.2787536||2.33445375||2||2.49136169||1.39794001||3.06557971||3.38093446
|-
| 5||Biology||Female||2.5563025||1.43136376||3.54307424||2.372912||2.08990511||2.75358306||2.40993312||1.64345268||3.91492465||4.12447162
|-
| 4||Biology||Female||2.59439255||1.71600334||3.46374372||2.69897||2.40140054||2.82477646||2.54900326||1.88081359||4.01148586||4.18932184
|-
| 3||Biology||Female||2.67486114||1.87506126||3.44326299||2.86569606||2.62013605||2.83122969||2.7466342||1.99122608||4.0611885||4.23837233
|-
| 2||Biology||Female||2.77085201||2.07188201||3.44388855||3.15472821||2.94349452||2.92168648||2.95472479||2.19865709||4.11693965||4.31741559
|-
| 1||Biology||Female||2.64933486||2||3.26221371||3.40688067||3.16256441||2.76937733||3.13097669||2.30535137||3.84029433||4.18859104
|-
| 5||Calculus_AB||Female||2.55990663||1.2787536||3.54715912||2.36548798||2.29885308||2.70415052||2.53655844||1.5797836||4.05407656||4.21864052
|-
| 4||Calculus_AB||Female||2.5865873||1.67209786||3.48855072||2.6242821||2.5301997||2.77597433||2.6294096||1.80617997||4.09916249||4.25326529
|-
| 3||Calculus_AB||Female||2.66931688||1.8920946||3.50105926||2.83378437||2.7686381||2.7930916||2.75966784||1.94448267||4.12632626||4.29305302
|-
| 2||Calculus_AB||Female||2.56466606||1.80617997||3.39585038||2.93399316||2.85551916||2.72345567||2.80277373||1.98677173||4.02661497||4.2143139
|-
| 1||Calculus_AB||Female||2.86510397||2.26951294||3.56690866||3.52750101||3.40432047||2.94841297||3.2801229||2.31386722||4.19200959||4.46338527
|-
| 5||Calculus_BC||Female||2.35793485||1.17609126||3.49789674||2||1.93449845||2.54530712||2.12057393||1.38021124||3.72607487||3.97298923
|-
| 4||Calculus_BC||Female||2.06818586||0.84509804||3.12678058||2.02530587||1.8260748||2.24054925||1.95904139||1.17609126||3.45697301||3.67870043
|-
| 3||Calculus_BC||Female||2.04139269||1||3.14705767||2.1903317||2.12385164||2.20951501||2.14612804||1.36172784||3.51627088||3.73327753
|-
| 2||Calculus_BC||Female||1.69019608||0.84509804||2.69019608||1.87506126||1.78532984||1.88081359||1.79934055||0.95424251||3.05037976||3.28891961
|-
| 1||Calculus_BC||Female||2.03342376||1.2787536||2.98091194||2.46538285||2.33845649||2.22530928||2.28330123||1.04139269||3.35160307||3.62366271
|-
| 5||Chemistry||Female||2.10380372||1.04139269||3.24104815||1.76342799||1.54406804||2.18469143||1.83884909||1.20411998||3.38542751||3.66576855
|-
| 4||Chemistry||Female||2.2380461||1.14612804||3.28126069||2.18184359||1.81291336||2.38560627||2.10380372||1.30103||3.62726342||3.84110908
|-
| 3||Chemistry||Female||2.41329976||1.51851394||3.33765889||2.48144263||2.26245109||2.60959441||2.40993312||1.66275783||3.79351101||3.99440515
|-
| 2||Chemistry||Female||2.31386722||1.51851394||3.19728056||2.62531245||2.39269695||2.50920252||2.46686762||1.69019608||3.75197157||3.94393946
|-
| 1||Chemistry||Female||2.53402611||1.88649073||3.28936595||3.19562294||2.96142109||2.73319727||2.92376196||2.09691001||3.86254877||4.13462329
|-
| 5||Chinese_Lang._&_Cultures||Female||1.51851394||0||3.02897771||0||0||1.11394335||0||0||0.69897||3.04883009
|-
| 4||Chinese_Lang._&_Cultures||Female||0.69897||0||2.13672057||0||0||0.69897||0||0||1.14612804||2.20139712
|-
| 3||Chinese_Lang._&_Cultures||Female||0.90308999||0||1.50514998||0||0||0.30103||0||0||0.90308999||1.69019608
|-
| 2||Chinese_Lang._&_Cultures||Female||0||0||0.90308999||0||0||0.30103||0||0||0.90308999||1.23044892
|-
| 1||Chinese_Lang._&_Cultures||Female||0||0||1.04139269||0||0||0||0||0||1||1.41497335
|-
| 5||Computer_Science_A||Female||0.90308999||0.47712125||2.19589965||0.60205999||0.60205999||1.17609126||0.90308999||0||2.31175386||2.59879051
|-
| 4||Computer_Science_A||Female||0.90308999||0.47712125||2.2764618||1||0.84509804||1.23044892||1.20411998||0.30103||2.39445168||2.6919651
|-
| 3||Computer_Science_A||Female||0.90308999||0||2.09691001||1.14612804||1.04139269||1.07918125||1.14612804||0.60205999||2.29003461||2.57518784
|-
| 2||Computer_Science_A||Female||0.60205999||0.30103||1.93951925||1.04139269||1.23044892||1.17609126||1||0.47712125||2.08278537||2.41830129
|-
| 1||Computer_Science_A||Female||1.62324929||0.60205999||2.46538285||2.2278867||1.8573325||1.75587486||1.94939001||0.84509804||2.62221402||3.05804623
|-
| 5||Computer_Science_AB||Female||0.69897||0||1.86923172||0.47712125||0.30103||1.07918125||0.69897||0||1.92941893||2.25527251
|-
| 4||Computer_Science_AB||Female||0.30103||0||1.69019608||0.47712125||0.60205999||0.77815125||0.69897||0||1.8260748||2.11394335
|-
| 3||Computer_Science_AB||Female||0.30103||0||1.69897||0.47712125||0.47712125||0.84509804||0.60205999||0||1.63346846||2.02530587
|-
| 2||Computer_Science_AB||Female||0.69897||0||1.32221929||0.30103||0.30103||0.47712125||0.60205999||0.30103||1.34242268||1.73239376
|-
| 1||Computer_Science_AB||Female||0.47712125||0.30103||1.67209786||0.69897||0.77815125||0.77815125||0.69897||0.30103||1.76342799||2.10037055
|-
| 5||Economics_Macro||Female||1.77085201||0.69897||2.86391738||1.38021124||1.53147892||1.98227123||1.71600334||0.95424251||3.16672606||3.39269695
|-
| 4||Economics_Macro||Female||2.15836249||0.95424251||3.05728564||2.14612804||2.1172713||2.30963017||2.2787536||1.20411998||3.51653537||3.72032472
|-
| 3||Economics_Macro||Female||2.02938378||1.11394335||2.90091307||2.23044892||2.17609126||2.18752072||2.21484385||1.43136376||3.39550112||3.60841905
|-
| 2||Economics_Macro||Female||2.13987909||1.23044892||2.89542255||2.3283796||2.4345689||2.24551267||2.42651126||1.62324929||3.44963265||3.67384998
|-
| 1||Economics_Macro||Female||2.42160393||1.62324929||3.03181227||3.0277572||2.99694925||2.52374647||3.04375513||1.97772361||3.62695595||3.96397661
|-
| 5||Economics_Micro||Female||1.65321251||0||2.64443859||1.20411998||1.04139269||1.67209786||1.25527251||0.60205999||2.91750551||3.14674801
|-
| 4||Economics_Micro||Female||2||0.69897||2.89597473||1.92941893||1.81954394||2.10720997||1.90308999||1.11394335||3.32510498||3.5276299
|-
| 3||Economics_Micro||Female||1.92427929||1||2.78175537||2.06818586||1.99563519||2.09691001||1.93449845||1.38021124||3.28981184||3.49009901
|-
| 2||Economics_Micro||Female||1.87506126||1||2.58771097||2.09342169||2.09342169||1.95904139||1.94939001||1.25527251||3.18977096||3.39058188
|-
| 1||Economics_Micro||Female||2.10720997||1.2787536||2.71096312||2.77959649||2.54530712||2.15228834||2.5276299||1.86332286||3.29181269||3.61447537
|-
| 5||English_Lang._&_Composition||Female||2.60314437||1.5797836||3.32633586||2.40993312||2.30749604||2.83947805||2.57634135||1.76342799||4.04680721||4.18398122
|-
| 4||English_Lang._&_Composition||Female||2.91115761||2.10037055||3.55606116||2.93196611||2.84757266||3.11527759||3.00130093||2.18752072||4.35495315||4.49408499
|-
| 3||English_Lang._&_Composition||Female||3.17724784||2.49415459||3.74702318||3.43901673||3.36436335||3.309843||3.38381537||2.54530712||4.57865067||4.74168724
|-
| 2||English_Lang._&_Composition||Female||3.19423675||2.62736586||3.70018433||3.75243261||3.71575272||3.31722735||3.62736586||2.72181062||4.47875402||4.73879641
|-
| 1||English_Lang._&_Composition||Female||2.78247262||2.27184161||3.0838608||3.62407573||3.47769993||2.79239169||3.41979059||2.29885308||3.78189892||4.27207379
|-
| 5||English_Lit._&_Composition||Female||2.63848926||1.44715803||3.25623653||2.31386722||2.22271647||2.77670118||2.41329976||1.74036269||4.01165501||4.14038232
|-
| 4||English_Lit._&_Composition||Female||3.04414762||2.10720997||3.61857103||3.01786772||2.84633711||3.15956719||2.98542647||2.20682588||4.47357455||4.59609104
|-
| 3||English_Lit._&_Composition||Female||3.22530928||2.48287358||3.75457766||3.47813343||3.29600667||3.30835095||3.34596154||2.60959441||4.64510773||4.78866321
|-
| 2||English_Lit._&_Composition||Female||3.19089172||2.63748973||3.70646174||3.82203725||3.60487377||3.29972515||3.56655533||2.80002936||4.50780192||4.75001442
|-
| 1||English_Lit._&_Composition||Female||2.66181269||2.19865709||3.04960561||3.66511174||3.27600199||2.70757018||3.27760921||2.34830486||3.65839303||4.18822517
|-
| 5||Environmental_Science||Female||1.89762709||0.60205999||2.53402611||1.2787536||1.38021124||1.96378783||1.67209786||0.90308999||3.22115332||3.35621713
|-
| 4||Environmental_Science||Female||2.24303805||1.34242268||2.83884909||2.10037055||2.01703334||2.38201704||2.24551267||1.462398||3.62777538||3.76335311
|-
| 3||Environmental_Science||Female||2.18752072||1.25527251||2.73719264||2.22010809||2.11058971||2.29666519||2.23044892||1.50514998||3.55930801||3.70156799
|-
| 2||Environmental_Science||Female||2.20411998||1.51851394||2.74429298||2.38738983||2.27415785||2.29003461||2.43136376||1.56820172||3.57379958||3.73415951
|-
| 1||Environmental_Science||Female||2.53275438||1.77815125||2.99607365||3.11327469||2.85125835||2.63447727||3.01114736||2.08990511||3.74350976||4.02168535
|-
| 5||European_History||Female||2.12385164||0.90308999||2.91381385||1.77085201||1.76342799||2.33041377||2.07554696||0.95424251||3.54678935||3.69319915
|-
| 4||European_History||Female||2.40654018||1.39794001||3.09725731||2.26481782||2.14921911||2.59549622||2.41664051||1.62324929||3.79705969||3.94507449
|-
| 3||European_History||Female||2.7176705||1.81954394||3.35276119||2.75815462||2.66181269||2.90579588||2.80140371||2.00432137||4.1029137||4.25715038
|-
| 2||European_History||Female||2.24054925||1.50514998||2.86391738||2.45024911||2.37474835||2.35602586||2.43616265||1.66275783||3.61129836||3.78390358
|-
| 1||European_History||Female||2.63548375||1.83884909||3.15563963||3.06220581||2.98362629||2.78675142||2.92012333||2.13672057||3.87737135||4.11932189
|-
| 5||French:_Language||Female||1.77085201||0||2.13033377||1.96378783||1.23044892||2.08278537||1.83884909||0.77815125||2.98181861||3.16166741
|-
| 4||French:_Language||Female||1.94939001||0.47712125||2.43933269||2.02938378||1.59106461||2.20139712||1.94939001||0.95424251||3.16435286||3.34674405
|-
| 3||French:_Language||Female||2.1271048||0.90308999||2.72263392||2.27415785||2.07554696||2.31175386||2.29885308||0.77815125||3.45621416||3.62716095
|-
| 2||French:_Language||Female||2.04139269||0.77815125||2.5390761||2.161368||2.10037055||2.13353891||2.14612804||0.84509804||3.29534715||3.47450764
|-
| 1||French:_Language||Female||1.93951925||0.90308999||2.48995848||2.32633586||2.37474835||2.1430148||2.32221929||1.25527251||3.23375736||3.46612587
|-
| 5||French:_Literature||Female||1.36172784||0||1.47712125||1||0.47712125||1.36172784||1||0||2.34439227||2.49831055
|-
| 4||French:_Literature||Female||1.07918125||0||1.64345268||1.25527251||0.47712125||1.20411998||0.90308999||0||2.35024802||2.50514998
|-
| 3||French:_Literature||Female||1.14612804||0||1.59106461||1.34242268||0.60205999||1.32221929||0.95424251||0||2.34242268||2.50920252
|-
| 2||French:_Literature||Female||0.90308999||0||1.41497335||0.95424251||0.77815125||1.23044892||1.04139269||0||2.16731733||2.33845649
|-
| 1||French:_Literature||Female||0.84509804||0||1.2787536||1.04139269||0.47712125||0.69897||1.07918125||0||2.06069784||2.22271647
|-
| 5||German:_Language||Female||1.34242268||0.30103||1.43136376||1.11394335||0||1.32221929||0.84509804||0||2.62838893||2.7084209
|-
| 4||German:_Language||Female||1.17609126||0.47712125||1.50514998||1||0.60205999||1.39794001||1.14612804||0.30103||2.63748973||2.72509452
|-
| 3||German:_Language||Female||1.07918125||0.30103||1.51851394||1.07918125||0.69897||1.23044892||1.20411998||0.60205999||2.62736586||2.71349054
|-
| 2||German:_Language||Female||1.23044892||0.30103||1.462398||0.77815125||1.11394335||1.38021124||0.95424251||0.47712125||2.60745502||2.69897
|-
| 1||German:_Language||Female||1||0.30103||1.17609126||1.2787536||1.04139269||1.07918125||1.20411998||0.47712125||2.34044411||2.47567119
|-
| 5||Government_Politics_Comp.||Female||1.30103||0||2.06818586||1.07918125||1.04139269||1.43136376||1.41497335||0.69897||2.75891189||2.89486966
|-
| 4||Government_Politics_Comp.||Female||1.60205999||0.77815125||2.22010809||1.39794001||1.34242268||1.63346846||1.53147892||0.69897||2.86033801||3.02448567
|-
| 3||Government_Politics_Comp.||Female||1.71600334||1.04139269||2.24551267||1.72427587||1.41497335||1.79239169||1.76342799||1.04139269||2.97772361||3.14332713
|-
| 2||Government_Politics_Comp.||Female||1.5797836||0.77815125||2.20682588||1.98677173||1.66275783||1.95424251||1.86332286||0.95424251||2.97543181||3.16345955
|-
| 1||Government_Politics_Comp.||Female||1.77085201||1.14612804||2.15228834||2.22530928||1.88649073||1.85125835||1.99563519||1.17609126||2.87273883||3.14082218
|-
| 5||Government_Politics_U.S.||Female||2.04921802||0.84509804||2.80821097||1.79934055||1.76342799||2.2121876||2.0211893||1||3.49415459||3.63073289
|-
| 4||Government_Politics_U.S.||Female||2.54777471||1.63346846||3.27323283||2.53147892||2.45484486||2.72509452||2.54777471||1.77815125||4.00689371||4.14591083
|-
| 3||Government_Politics_U.S.||Female||2.71850169||1.96378783||3.42439155||2.92220628||2.82085799||2.91907809||2.88479536||2.12057393||4.17664102||4.33264041
|-
| 2||Government_Politics_U.S.||Female||2.89431606||2.17609126||3.52840244||3.30621051||3.24303805||3.05880549||3.20493352||2.39093511||4.25219746||4.46154354
|-
| 1||Government_Politics_U.S.||Female||2.64836001||2.0211893||3.23603315||3.43775056||3.33845649||2.79934055||3.3174365||2.28330123||3.80651913||4.21716798
|-
| 5||Human_Geography||Female||1.462398||0.47712125||2.25527251||1.63346846||1.32221929||1.72427587||1.62324929||0.95424251||2.97266559||3.11760269
|-
| 4||Human_Geography||Female||1.84509804||0.95424251||2.51851394||2.05307844||1.5797836||1.97312785||2.0211893||1||3.23829707||3.39654804
|-
| 3||Human_Geography||Female||1.91381385||1.07918125||2.55990663||2.26717173||1.91907809||2.14612804||2.33041377||1.59106461||3.33264041||3.5133508
|-
| 2||Human_Geography||Female||1.86332286||1.25527251||2.38560627||2.35793485||2.05307844||2.05690485||2.29446623||1.462398||3.20978301||3.41962536
|-
| 1||Human_Geography||Female||2.29003461||1.41497335||2.61909333||3.06032003||2.6009729||2.40312052||2.75891189||2.10380372||3.43200669||3.76604086
|-
| 5||Italian_Language||Female||0.60205999||0||0.69897||0.30103||0.60205999||0.77815125||1.43136376||0.47712125||1.89762709||2.08990511
|-
| 4||Italian_Language||Female||0.77815125||0||0.30103||0.47712125||0.90308999||0.60205999||1.49136169||0.30103||1.89762709||2.10720997
|-
| 3||Italian_Language||Female||0.90308999||0||1.23044892||0.47712125||0.95424251||1||1.70757018||0.77815125||2.20951501||2.41329976
|-
| 2||Italian_Language||Female||1.07918125||0||0.95424251||0.60205999||0.84509804||0.95424251||1.47712125||0.47712125||2.17026172||2.33243846
|-
| 1||Italian_Language||Female||1.23044892||0||1.07918125||0.84509804||0.95424251||1||1.17609126||0.90308999||2.33645973||2.45939249
|-
| 5||Japanese_Lang._&_Culture||Female||0.84509804||0||2.26951294||0||0||1.20411998||0||0||1.30103||2.35602586
|-
| 4||Japanese_Lang._&_Culture||Female||0.47712125||0||1.65321251||0||0.30103||0.47712125||0.30103||0||1.20411998||1.8260748
|-
| 3||Japanese_Lang._&_Culture||Female||0.95424251||0||2.02938378||0.77815125||0.47712125||1||0.60205999||0||1.59106461||2.23552845
|-
| 2||Japanese_Lang._&_Culture||Female||0.47712125||0||1.5797836||0.69897||0.30103||0.90308999||0||0||1.462398||1.90308999
|-
| 1||Japanese_Lang._&_Culture||Female||0.69897||0||1.84509804||0.60205999||0.47712125||0.90308999||0.77815125||0||1.78532984||2.18184359
|-
| 5||Latin:_Literature||Female||0.95424251||0.30103||1.66275783||1||0.47712125||1.14612804||0.69897||0.30103||2.26245109||2.42488164
|-
| 4||Latin:_Literature||Female||1||0||1.70757018||1.07918125||0.30103||1.17609126||0.47712125||0.30103||2.33243846||2.48144263
|-
| 3||Latin:_Literature||Female||1.25527251||0.47712125||1.81954394||1.17609126||0.69897||1.38021124||0.90308999||0.30103||2.56937391||2.70243054
|-
| 2||Latin:_Literature||Female||1.17609126||0.60205999||1.53147892||1.14612804||0.95424251||1.07918125||0.69897||0||2.39269695||2.52244423
|-
| 1||Latin:_Literature||Female||1.23044892||0.60205999||1.8920946||1.38021124||1||1.44715803||1.44715803||0.47712125||2.60422605||2.76789762
|-
| 5||Latin:_Vergil||Female||1.34242268||0||1.8260748||1||0.47712125||1.34242268||0.90308999||0.30103||2.49136169||2.64048144
|-
| 4||Latin:_Vergil||Female||1.2787536||0.30103||1.81954394||1||0||1.30103||0.77815125||0.47712125||2.43933269||2.59549622
|-
| 3||Latin:_Vergil||Female||1.36172784||0.69897||1.8260748||1.14612804||1||1.462398||1.11394335||0.69897||2.62838893||2.76566855
|-
| 2||Latin:_Vergil||Female||1||0.69897||1.59106461||1.32221929||1||1.32221929||1.07918125||0.47712125||2.53275438||2.65705585
|-
| 1||Latin:_Vergil||Female||1.30103||0.69897||1.59106461||1.2787536||1.11394335||1.17609126||1.17609126||0||2.54777471||2.673942
|-
| 5||Music_Theory||Female||1.32221929||0||2.2121876||1.07918125||0.90308999||1.38021124||1.11394335||0.30103||2.7355989||2.8920946
|-
| 4||Music_Theory||Female||1.5563025||0.47712125||2.21748394||1.23044892||0.90308999||1.39794001||1.20411998||0.47712125||2.83378437||2.97634998
|-
| 3||Music_Theory||Female||1.56820172||0.95424251||2.30103||1.60205999||1.2787536||1.66275783||1.76342799||1.07918125||3.02938378||3.17114115
|-
| 2||Music_Theory||Female||1.61278386||1.07918125||2.31386722||2.06445799||1.56820172||1.88081359||1.80617997||1.23044892||3.01535976||3.20330492
|-
| 1||Music_Theory||Female||1.38021124||0.69897||1.85125835||2.10037055||1.50514998||1.36172784||1.86332286||1.20411998||2.61909333||2.8909796
|-
| 5||Physics_B||Female||1.66275783||0.30103||2.77597433||1||1.14612804||1.81291336||1.44715803||0.84509804||3.03981055||3.2688119
|-
| 4||Physics_B||Female||1.77815125||0.90308999||2.81888541||1.63346846||1.41497335||1.97312785||1.5797836||0.84509804||3.19893187||3.39932753
|-
| 3||Physics_B||Female||2.15836249||1.17609126||3.03140846||2.05307844||2.06069784||2.25042||2.09691001||1.47712125||3.49108141||3.68886457
|-
| 2||Physics_B||Female||2.00432137||1.04139269||2.87273883||2.29446623||2.1172713||2.11058971||2.16731733||1.41497335||3.38327665||3.59073041
|-
| 1||Physics_B||Female||2.1903317||1.62324929||2.92531209||2.79379038||2.70329138||2.32428246||2.64836001||1.56820172||3.38792347||3.72378394
|-
| 5||Physics_C:_Elec._&_Magnet.||Female||1.30103||0.30103||2.38381537||0.77815125||0.60205999||1.14612804||0.95424251||0.47712125||2.51188336||2.79028516
|-
| 4||Physics_C:_Elec._&_Magnet.||Female||1.14612804||0.69897||2.29225607||1.04139269||0.60205999||1.54406804||1.14612804||0.30103||2.54406804||2.79448805
|-
| 3||Physics_C:_Elec._&_Magnet.||Female||1||0.30103||2.00432137||0.60205999||0.69897||1.11394335||0.77815125||0.47712125||2.29446623||2.52244423
|-
| 2||Physics_C:_Elec._&_Magnet.||Female||1.23044892||0.30103||2.11058971||1.14612804||0.90308999||1.11394335||1.14612804||0.30103||2.49554434||2.70243054
|-
| 1||Physics_C:_Elec._&_Magnet.||Female||0.90308999||0.60205999||1.98227123||1.07918125||1.11394335||1.07918125||1.14612804||0.30103||2.31175386||2.55388303
|-
| 5||Physics_C:_Mechanics||Female||1.59106461||0.30103||2.65030752||1||0.77815125||1.5797836||1.30103||0.47712125||2.84260924||3.09795107
|-
| 4||Physics_C:_Mechanics||Female||1.68124124||0.47712125||2.65127801||1.34242268||1.20411998||1.81291336||1.44715803||0.90308999||3.00216606||3.21351776
|-
| 3||Physics_C:_Mechanics||Female||1.61278386||0.95424251||2.54654266||1.462398||1.39794001||1.62324929||1.49136169||0.60205999||2.93298082||3.14050804
|-
| 2||Physics_C:_Mechanics||Female||1.47712125||1.11394335||2.39093511||1.59106461||1.56820172||1.64345268||1.67209786||0.77815125||2.85125835||3.06595298
|-
| 1||Physics_C:_Mechanics||Female||1.59106461||1.07918125||2.50379068||2.12385164||1.95904139||1.67209786||1.95424251||0.77815125||2.84633711||3.15563963
|-
| 5||Psychology||Female||2.54777471||1.53147892||3.30770992||2.42813479||2.13672057||2.70243054||2.56584782||1.86332286||3.99960896||4.13833428
|-
| 4||Psychology||Female||2.71432976||1.95904139||3.35372394||2.86923172||2.54032947||2.86332286||2.84509804||2.07188201||4.12309996||4.27348741
|-
| 3||Psychology||Female||2.58883173||1.86332286||3.19589965||2.92941893||2.57518784||2.74272513||2.82282165||2.10037055||4.01426846||4.17397253
|-
| 2||Psychology||Female||2.4785665||1.65321251||2.99211149||2.92220628||2.56702637||2.55022835||2.75891189||1.93951925||3.82633401||4.01051196
|-
| 1||Psychology||Female||2.70070372||1.90848502||3.17868924||3.42422807||3.01452054||2.80753503||3.16820275||2.30749604||3.89580915||4.20300567
|-
| 5||Spanish_Language||Female||2.5390761||0.60205999||2.72098574||1.81954394||3.68322721||2.4440448||3.66726612||2.38560627||3.35140975||4.11961875
|-
| 4||Spanish_Language||Female||2.7176705||1.20411998||2.94497591||2.20411998||3.75989437||2.56702637||3.64127576||2.50242712||3.61573969||4.21793117
|-
| 3||Spanish_Language||Female||2.59879051||1.32221929||2.88479536||2.37106786||3.5895028||2.49692965||3.42862067||2.33041377||3.59824319||4.09600574
|-
| 2||Spanish_Language||Female||2.56466606||1.43136376||2.92634245||2.54282543||3.45893986||2.5390761||3.29336255||2.2764618||3.64443859||4.05560765
|-
| 1||Spanish_Language||Female||2.55990663||1.53147892||2.93851973||2.94792362||3.25791845||2.5563025||3.15014216||2.2278867||3.69749089||4.0366289
|-
| 5||Spanish_Literature||Female||1.41497335||0.30103||1.75587486||0.84509804||2.45636603||1.462398||2.59439255||1.17609126||2.39967372||3.02448567
|-
| 4||Spanish_Literature||Female||1.90308999||0||1.96848295||1.30103||2.95856388||1.65321251||2.87157294||1.49136169||2.61278386||3.36642296
|-
| 3||Spanish_Literature||Female||1.88081359||0||1.83250891||1.36172784||3.11494442||1.64345268||2.97220284||1.54406804||2.52244423||3.44916973
|-
| 2||Spanish_Literature||Female||1.61278386||0.47712125||1.47712125||1.11394335||2.87098881||1.32221929||2.72672721||1.34242268||2.08990511||3.18212921
|-
| 1||Spanish_Literature||Female||1.93449845||0.47712125||1.462398||1.56820172||2.99431715||1.51851394||2.87794695||1.80617997||2.27415785||3.33725954
|-
| 5||Statistics||Female||2.01283722||0.77815125||3.01535976||1.62324929||1.62324929||2.06818586||1.69897||1.04139269||3.45239985||3.62664827
|-
| 4||Statistics||Female||2.34635297||1.30103||3.20682588||2.25767857||2.02938378||2.42651126||2.28330123||1.50514998||3.81304697||3.96023287
|-
| 3||Statistics||Female||2.46982202||1.67209786||3.25887663||2.56348109||2.39619935||2.58546073||2.51054501||1.75587486||3.95279244||4.09691001
|-
| 2||Statistics||Female||2.42488164||1.59106461||3.06182931||2.63346846||2.45939249||2.46089784||2.54654266||1.70757018||3.78859256||3.95453194
|-
| 1||Statistics||Female||2.58883173||1.85125835||3.22323627||3.23628528||2.9498777||2.67577834||2.96236934||2.11394335||3.85865748||4.12968989
|-
| 5||Studio_Art:_2-D_Design||Female||1.44715803||0.90308999||2.10380372||1.43136376||1.17609126||1.54406804||1.54406804||1||2.8344207||2.98227123
|-
| 4||Studio_Art:_2-D_Design||Female||1.88081359||0.60205999||2.29225607||1.75587486||1.69897||1.89762709||2.0374265||1||3.15836249||3.30384377
|-
| 3||Studio_Art:_2-D_Design||Female||2.02530587||1.30103||2.47567119||2.0211893||2.04921802||2.11058971||2.22010809||1.38021124||3.3628593||3.51308436
|-
| 2||Studio_Art:_2-D_Design||Female||2||1.30103||2.29003461||2.08635983||2.00432137||2.08635983||2.10037055||1.38021124||3.2367891||3.40260524
|-
| 1||Studio_Art:_2-D_Design||Female||1.11394335||0.47712125||1.32221929||1.69019608||1.61278386||1.23044892||1.56820172||1.07918125||2.40823997||2.64443859
|-
| 5||Studio_Art:_3-D_Design||Female||0.69897||0||1.11394335||0.77815125||0.90308999||0.30103||0.60205999||0.47712125||1.95424251||2.09342169
|-
| 4||Studio_Art:_3-D_Design||Female||0.90308999||0.30103||1.2787536||1.14612804||1||1.04139269||1.11394335||0||2.08635983||2.28330123
|-
| 3||Studio_Art:_3-D_Design||Female||1.36172784||0.90308999||1.72427587||1.43136376||1.34242268||1.5563025||1.60205999||0.60205999||2.61384182||2.78958071
|-
| 2||Studio_Art:_3-D_Design||Female||1.20411998||0.69897||1.56820172||1.44715803||1.34242268||1.34242268||1.43136376||0.69897||2.45331834||2.64147411
|-
| 1||Studio_Art:_3-D_Design||Female||0||0.30103||1||1.25527251||0.77815125||0.60205999||0.90308999||0||1.79239169||2.01703334
|-
| 5||Studio_Art:_Drawing||Female||1.61278386||0.69897||2.41161971||1.44715803||1.38021124||1.59106461||1.69897||0.69897||2.87098881||3.07371835
|-
| 4||Studio_Art:_Drawing||Female||1.75587486||0.84509804||2.41830129||1.71600334||1.69019608||1.83250891||1.90848502||1.25527251||3.07077646||3.24625231
|-
| 3||Studio_Art:_Drawing||Female||2.0374265||1.14612804||2.64443859||2.0374265||2.08990511||2.17897695||2.28330123||1.23044892||3.36977229||3.54294985
|-
| 2||Studio_Art:_Drawing||Female||1.97772361||1.20411998||2.32633586||2.15228834||2.11058971||2.04921802||2.08635983||1.38021124||3.18155777||3.37346372
|-
| 1||Studio_Art:_Drawing||Female||1.25527251||0.30103||1.39794001||1.92941893||1.51851394||1.25527251||1.5563025||0.69897||2.34830486||2.64048144
|-
| 5||US_History||Female||2.69284692||1.462398||3.47683163||2.52374647||2.37657696||2.87448182||2.62736586||1.83250891||4.08895073||4.24546331
|-
| 4||US_History||Female||2.94546859||2.02938378||3.63083452||3.00732095||2.84447718||3.14426277||2.924796||2.24551267||4.37188025||4.51753897
|-
| 3||US_History||Female||3.00173371||2.28555731||3.61489722||3.26102483||3.12483015||3.18098558||3.1360861||2.34439227||4.43399372||4.58811477
|-
| 2||US_History||Female||3.12645611||2.50785587||3.67788058||3.54715912||3.45362407||3.26054837||3.36097188||2.5774918||4.50327303||4.69143515
|-
| 1||US_History||Female||3.10037055||2.53402611||3.55388303||3.8274339||3.70910028||3.19256745||3.61246596||2.72509452||4.28155603||4.62656618
|-
| 5||World_History||Female||2.07554696||1.04139269||2.9360108||2.14921911||1.78532984||2.37474835||2.10720997||1.30103||3.52569252||3.69258256
|-
| 4||World_History||Female||2.26007139||1.56820172||3.10822666||2.53655844||2.26717173||2.57634135||2.46538285||1.62324929||3.73679475||3.91323087
|-
| 3||World_History||Female||2.53529412||1.77085201||3.30899103||2.91434316||2.70415052||2.77959649||2.84447718||2.04532298||3.93490226||4.13918618
|-
| 2||World_History||Female||2.5899496||1.92941893||3.26197619||3.07954301||2.97818052||2.83378437||2.98542647||2.14612804||3.91745299||4.16148779
|-
| 1||World_History||Female||2.66558099||1.90848502||3.10243371||3.40380661||3.26834391||2.73957234||3.25309559||2.32014629||3.75258618||4.158272
|-
| }
</center>

===2007 AP Exam Scores (Percentage of Students)===
The table below contains the numbers of students and their relative proportion (percent).

<center>
{| class="wikitable" style="text-align:center; width:75%" border="1"
|-
| colspan=2| || colspan=5| '''Examination Grade''' || colspan=4| '''Summary Statistics'''
|-
| '''Disciplines''' || '''Sample Size''' || '''5''' || '''4''' || '''3''' || '''2''' || '''1''' || '''Number of Students''' || '''3 or Higher / %''' || '''Mean Grade''' || '''Standard Deviation'''
|-
| '''Art History''' || N || 2286 || 4243 || 5006 || 3550 || 3751 || 18836 || 11535 || 2.88 || 1.3
|-
| || % At || 12.13633468 || 22.52601402 || 26.57676789 || 18.84688894 || 19.91399448 || || 61.23911659 || ||
|-
| '''Biology''' || N || 27996 || 29338 || 30749 || 33664 || 23049 || 144796 || 88083 || 3.04 || 1.36
|-
| || % At || 19.33478825 || 20.26160944 || 21.23608387 || 23.24926103 || 15.91825741 || || 60.83248156 || ||
|-
| '''Calculus AB''' || N || 44409 || 39682 || 40448 || 32704 || 54450 || 211693 || 124539 || 2.94 || 1.49
|-
| || % At || 20.97802006 || 18.74506951 || 19.10691426 || 15.44878669 || 25.72120949 || || 58.83000383 || ||
|-
| '''Calculus BC''' || N || 27949 || 11489 || 12095 || 4090 || 8688 || 64311 || 51533 || 3.71 || 1.42
|-
| || % At || 43.4591283 || 17.86475098 || 18.80704701 || 6.359720732 || 13.50935299 || || 80.13092628 || ||
|-
| '''Calculus AB Subscores''' || N || 32268 || 14168 || 8915 || 4222 || 4738 || 64311 || 55351 || 4.01 || 1.25
|-
| || % At || 50.17493119 || 22.0304458 || 13.86232526 || 6.564973333 || 7.367324408 || || 86.06770226 || ||
|-
| '''Chemistry''' || N || 14820 || 17462 || 22321 || 17928 || 24605 || 97136 || 54603 || 2.79 || 1.39
|-
| || % At || 15.25695931 || 17.97685719 || 22.97912206 || 18.45659694 || 25.3304645 || || 56.21293856 || ||
|-
| '''Chinese Language''' (Total Group) || N || 2643 || 386 || 146 || 36 || 50 || 3261 || 3175 || 4.7 || 0.74
|-
| || % At || 81.04875805 || 11.83685986 || 4.477154247 || 1.103955842 || 1.533272002 || || 97.36277216 || ||
|-
| '''Chinese Language''' (Standard Group)** || N || 177 || 71 || 60 || 24 || 31 || 363 || 308 || 3.93 || 1.3
|-
| || % At || 48.76033058 || 19.55922865 || 16.52892562 || 6.611570248 || 8.539944904 || || 84.84848485 || ||
|-
| '''Computer Science''' A || N || 2902 || 3434 || 2178 || 1433 || 5102 || 15049 || 8514 || 2.84 || 1.56
|-
| || % At || 19.28367333 || 22.81879195 || 14.47272244 || 9.522227391 || 33.90258489 || || 56.57518772 || ||
|-
| '''Computer Science''' AB || N || 1682 || 997 || 926 || 473 || 986 || 5064 || 3605 || 3.38 || 1.5
|-
| || % At || 33.21484992 || 19.68799368 || 18.28593997 || 9.340442338 || 19.47077409 || || 71.18878357 || ||
|-
| '''Economics - Macro''' || N || 8462 || 14693 || 9881 || 10311 || 16769 || 60116 || 33036 || 2.8 || 1.43
|-
| || % At || 14.0761195 || 24.44108058 || 16.43655599 || 17.15183978 || 27.89440415 || || 54.95375607 || ||
|-
| '''Economics - Micro''' || N || 6080 || 10300 || 7766 || 5459 || 7778 || 37383 || 24146 || 3.04 || 1.38
|-
| || % At || 16.26407725 || 27.55263087 || 20.77414868 || 14.60289436 || 20.80624883 || || 64.59085681 || ||
|-
| '''English Language''' || N || 25840 || 51720 || 88529 || 85517 || 30624 || 282230 || 166089 || 2.85 || 1.12
|-
| || % At || 9.155653191 || 18.32547922 || 31.36767884 || 30.30046416 || 10.85072459 || || 58.84881125 || ||
|-
| '''English Literature''' || N || 20829 || 62283 || 99267 || 90050 || 26049 || 298478 || 182379 || 2.87 || 1.06
|-
| || % At || 6.978403768 || 20.86686456 || 33.25772754 || 30.16972775 || 8.727276382 || || 61.10299587 || ||
|-
| '''Environmental Science''' || N || 5670 || 12092 || 9383 || 9183 || 16088 || 52416 || 27145 || 2.66 || 1.4
|-
| || % At || 10.81730769 || 23.06929182 || 17.90102259 || 17.51945971 || 30.69291819 || || 51.7876221 || ||
|-
| '''European History''' || N || 10800 || 18314 || 34823 || 10910 || 22195 || 97042 || 63937 || 2.84 || 1.28
|-
| || % At || 11.12920179 || 18.87224089 || 35.8844624 || 11.24255477 || 22.87154016 || || 65.88590507 || ||
|-
| '''French Language''' (Total Group)** || N || 2743 || 3655 || 6643 || 4361 || 4307 || 21709 || 13041 || 2.82 || 1.28
|-
| || % At || 12.63531254 || 16.83633516 || 30.60021189 || 20.08844258 || 19.83969782 || || 60.0718596 || ||
|-
| '''French Language''' (Standard Group)** || N || 1244 || 2510 || 5331 || 3816 || 3928 || 16829 || 9085 || 2.6 || 1.2
|-
| || % At || 7.392001901 || 14.91473052 || 31.67746152 || 22.6751441 || 23.34066195 || || 53.98419395 || ||
|-
| '''French Literature''' || N || 501 || 487 || 480 || 337 || 263 || 2068 || 1468 || 3.3 || 1.34
|-
| || % At || 24.22630561 || 23.54932302 || 23.21083172 || 16.2959381 || 12.71760155 || || 70.98646035 || ||
|-
| '''German Language''' (Total Group)** || N || 1316 || 1160 || 1158 || 1043 || 720 || 5397 || 3634 || 3.24 || 1.36
|-
| || % At || 24.38391699 || 21.49342227 || 21.45636465 || 19.32555123 || 13.34074486 || || 67.33370391 || ||
|-
| '''German Language''' (Standard Group)** || N || 342 || 760 || 938 || 885 || 635 || 3560 || 2040 || 2.8 || 1.23
|-
| || % At || 9.606741573 || 21.34831461 || 26.34831461 || 24.85955056 || 17.83707865 || || 57.30337079 || ||
|-
| '''Government & Politics Comparative''' || N || 2188 || 2635 || 3000 || 3039 || 2496 || 13358 || 7823 || 2.92 || 1.35
|-
| || % At || 16.37969756 || 19.72600689 || 22.45845186 || 22.75041174 || 18.68543195 || || 58.56415631 || ||
|-
| '''Government & Politics United States''' || N || 9705 || 30488 || 43245 || 51620 || 25920 || 160978 || 83438 || 2.67 || 1.13
|-
| || % At || 6.028774118 || 18.93923393 || 26.86391929 || 32.06649356 || 16.1015791 || || 51.83192734 || ||
|-
| '''Human Geography''' || N || 3249 || 5183 || 6320 || 4724 || 9529 || 29005 || 14752 || 2.58 || 1.39
|-
| || % At || 11.20151698 || 17.86933287 || 21.78934666 || 16.2868471 || 32.85295639 || || 50.86019652 || ||
|-
| '''Italian Language''' (Total Group) || N || 252 || 209 || 393 || 329 || 459 || 1642 || 854 || 2.67 || 1.4
|-
| || % At || 15.34713764 || 12.72838002 || 23.93422655 || 20.0365408 || 27.95371498 || || 52.00974421 || ||
|-
| '''Italian Language''' (Standard Group)** || N || 85 || 138 || 311 || 292 || 433 || 1259 || 534 || 2.32 || 1.24
|-
| || % At || 6.751389992 || 10.96108022 || 24.70214456 || 23.19301033 || 34.3923749 || || 42.41461477 || ||
|-
| '''Japanese Language''' (Total Group)** || N || 724 || 154 || 314 || 152 || 323 || 1667 || 1192 || 3.48 || 1.57
|-
| || % At || 43.43131374 || 9.23815237 || 18.83623275 || 9.118176365 || 19.37612478 || || 71.50569886 || ||
|-
| '''Japanese Language''' (Standard Group)** || N || 102 || 66 || 182 || 99 || 218 || 667 || 350 || 2.6 || 1.42
|-
| || % At || 15.29235382 || 9.895052474 || 27.28635682 || 14.84257871 || 32.68365817 || || 52.47376312 || ||
|-
| '''Latin Literature''' || N || 508 || 549 || 962 || 612 || 1140 || 3771 || 2019 || 2.65 || 1.39
|-
| || % At || 13.47122779 || 14.55847255 || 25.51047468 || 16.22911695 || 30.23070804 || || 53.54017502 || ||
|-
| '''Latin Vergil''' || N || 937 || 911 || 1229 || 931 || 921 || 4929 || 3077 || 3 || 1.37
|-
| || % At || 19.00994116 || 18.4824508 || 24.9340637 || 18.88821262 || 18.68533171 || || 62.42645567 || ||
|-
| '''Music Theory''' || N || 2210 || 2263 || 3400 || 3517 || 1804 || 13194 || 7873 || 2.97 || 1.29
|-
| || % At || 16.7500379 || 17.15173564 || 25.76928907 || 26.65605578 || 13.67288161 || || 59.6710626 || ||
|-
| '''Music Theory''' Aural Subscore || N || 2184 || 2296 || 3219 || 3767 || 1728 || 13194 || 7699 || 2.96 || 1.28
|-
| || % At || 16.55297863 || 17.40184933 || 24.39745339 || 28.55085645 || 13.09686221 || || 58.35228134 || ||
|-
| '''Music Theory''' Nonaural Subscore || N || 2240 || 2305 || 3398 || 3461 || 1790 || 13194 || 7943 || 2.98 || 1.29
|-
| || % At || 16.97741398 || 17.47006215 || 25.75413067 || 26.23162043 || 13.56677278 || || 60.20160679 || ||
|-
| '''Physics B''' || N || 8869 || 9279 || 14931 || 10210 || 11601 || 54890 || 33079 || 2.88 || 1.35
|-
| || % At || 16.15777009 || 16.90471853 || 27.20167608 || 18.60083804 || 21.13499727 || || 60.26416469 || ||
|-
| '''Physics C E&M''' || N || 3787 || 2871 || 1354 || 1890 || 1290 || 11192 || 8012 || 3.53 || 1.4
|-
| || % At || 33.83666905 || 25.65225161 || 12.09792709 || 16.88706219 || 11.52609006 || || 71.58684775 || ||
|-
| '''Physics C Mechanics''' || N || 6877 || 6669 || 5268 || 3699 || 3801 || 26314 || 18814 || 3.35 || 1.38
|-
| || % At || 26.13437714 || 25.34392339 || 20.01976134 || 14.05715589 || 14.44478225 || || 71.49806187 || ||
|-
| '''Psychology''' || N || 21833 || 30430 || 23851 || 15902 || 24112 || 116128 || 76114 || 3.09 || 1.41
|-
| || % At || 18.80080601 || 26.20384403 || 20.53854368 || 13.69351061 || 20.76329567 || || 65.54319372 || ||
|-
| '''Spanish Language''' (Total Group) || N || 20397 || 25383 || 19464 || 17892 || 18063 || 101199 || 65244 || 3.12 || 1.39
|-
| || % At || 20.1553375 || 25.08226366 || 19.23339163 || 17.6800166 || 17.8489906 || || 64.4709928 || ||
|-
| '''Spanish Language''' (Standard Group)** || N || 4299 || 8269 || 8085 || 9230 || 11290 || 41173 || 20653 || 2.64 || 1.34
|-
| || % At || 10.44130862 || 20.0835499 || 19.63665509 || 22.41760377 || 27.42088262 || || 50.16151361 || ||
|-
| '''Spanish Literature''' || N || 1757 || 3464 || 4207 || 2277 || 3616 || 15321 || 9428 || 2.83 || 1.32
|-
| || % At || 11.46791985 || 22.60949024 || 27.45904314 || 14.86195418 || 23.60159259 || || 61.53645323 || ||
|-
| '''Statistics''' || N || 11643 || 21076 || 24922 || 16755 || 23637 || 98033 || 57641 || 2.8 || 1.34
|-
| || % At || 11.87661298 || 21.49888303 || 25.42205176 || 17.09118358 || 24.11126865 || || 58.79754776 || ||
|-
| '''Studio Art Drawing''' || N || 1681 || 2470 || 5043 || 3546 || 818 || 13558 || 9194 || 3.05 || 1.09
|-
| || % At || 12.39858386 || 18.21802626 || 37.19575159 || 26.15430004 || 6.03333825 || || 67.81236171 || ||
|-
| '''Studio Art 2-D Design''' || N || 1494 || 2861 || 4665 || 3674 || 716 || 13410 || 9020 || 3.06 || 1.07
|-
| || % At || 11.1409396 || 21.33482476 || 34.78747204 || 27.39746458 || 5.339299031 || || 67.26323639 || ||
|-
| '''Studio Art 3-D Design''' || N || 223 || 324 || 935 || 665 || 173 || 2320 || 1482 || 2.9 || 1.05
|-
| || % At || 9.612068966 || 13.96551724 || 40.30172414 || 28.6637931 || 7.456896552 || || 63.87931034 || ||
|-
| '''United States History''' || N || 37110 || 66325 || 74153 || 87268 || 68706 || 333562 || 177588 || 2.75 || 1.29
|-
| || % At || 11.125368 || 19.88385967 || 22.23064977 || 26.16245256 || 20.59767 || || 53.23987744 || ||
|-
| '''World History''' || N || 11461 || 17183 || 26616 || 24773 || 21942 || 101975 || 55260 || 2.72 || 1.28
|}</center>

<hr>
* SOCR Home page: http://www.socr.ucla.edu

{{translate|pageName=http://wiki.stat.ucla.edu/socr/index.php?title=SOCR_Data_Dinov_030708_APExamScores}}

SOCR Data Dinov 030708 APExamScores

2011-10-25T01:18:44Z

TracyTam: /* 2007 AP Exam Scores (Genders and Grace Levels) */

SOCR Data Dinov 030708 APExamScores

2011-10-25T01:17:39Z

TracyTam: /* 2007 USA AP Exam Score Distribution */

SOCR Data Dinov 030708 APExamScores

2011-10-24T23:47:32Z

TracyTam: /* 2007 AP Exam Scores (Genders and Grace Levels) */

AP Statistics Curriculum 2007 Laplace

2011-07-11T21:44:56Z

TracyTam: /* Related Distributions */

===Laplace Distribution===
'''Definition''': Laplace distribution is a distribution that is symmetrical and more “peaky” than a normal distribution. The dispersion of the data around the mean is higher than that of a normal distribution. Laplace distribution is also sometimes called the double exponential distribution.

 '''Probability density function''': For <math>X\sim \operatorname{Laplace}(\mu,b)</math>, the Laplace probability density function is given by

:<math>\frac{1}{2b}\exp(-\frac{|x-\mu|}{b})</math>

where
*e is the natural number (e = 2.71828…)
*b is a scale parameter (determines the profile of the distribution)
*<math>\mu</math> is the mean
*x is a random variable

 '''Cumulative density function''': The Laplace cumulative distribution function is given by

:<math>
\left\{\begin{matrix}
\frac{1}{2}\exp(\frac{x-\mu}{b}) & \mbox{if }x < \mu
\\[8pt]
1-\frac{1}{2}\exp(-\frac{x-\mu}{b}) & \mbox{if }x \geq \mu
\end{matrix}\right.
</math>

where
*e is the natural number (e = 2.71828…)
*b is a scale parameter (determines the profile of the distribution)
*<math>\mu</math> is the mean
*x is a random variable

 '''Moment generating function''': The Laplace moment-generating function is

:<math>M(t)=\frac{\exp(\mu t)}{1-b^2 t^2} \mbox{ for }|t|<\frac{1}{b}</math>

 '''Expectation''':

:<math>E(X)=\mu\!</math>

 '''Variance''': The gamma variance is

:<math>Var(X)=2b^2\!</math>

===Related Distributions===
*If <math>X\sim \operatorname{Laplace}(\mu,b)\!</math>, then <math>kX+b\sim \operatorname{Laplace}(k\mu+b,kb)\!</math>

*If <math>X \sim \operatorname{Laplace}(0,b)\!</math>, then <math>|X| \sim \operatorname{Exponential}(\tfrac{1}{b})\!</math> ([[http://wiki.stat.ucla.edu/socr/index.php/AP_Statistics_Curriculum_2007_Exponential Exponential distribution]])

*If <math>X \sim \operatorname{Exponential}(\tfrac{1}{\lambda})\!</math> and <math>Y \sim \operatorname{Exponential}(\tfrac{1}{\lambda})\!</math>, then <math>X-Y \sim \operatorname{Laplace}\left(0,\lambda\right)\!</math>

*If <math>X \sim \operatorname{Laplace}(\mu,\tfrac{1}{b})\!</math>, then <math>|X-\mu| \sim \operatorname{Exponential}(b)\!</math>

* If <math>X_i \sim \operatorname{Normal}(0,1)\!</math> for <math>i={1,2,3,4}\!</math> then <math>X_1 X_2 - X_3 X_4 \sim \operatorname{Laplace}(0,1)\!</math> ([[http://wiki.stat.ucla.edu/socr/index.php/AP_Statistics_Curriculum_2007_Normal_Std Normal distribution]])

* If <math>X_i \sim \operatorname{Normal}(0,1)\!</math> for <math>i={1,2,3,4}\!</math>, then <math>X_1 X_2 + X_3 X_4 \sim \operatorname{Laplace}(0,1)\!</math>

* If <math>X_i \sim \operatorname{Laplace}(\mu,b)\!</math>, then <math>\frac{2}{b \sum_{i=1}^n |X_i-\mu|} \sim \chi^2(2n) \! </math> ([[http://wiki.stat.ucla.edu/socr/index.php/AP_Statistics_Curriculum_2007_Chi-Square Chi-square distribution]])

*If <math>X \sim \operatorname{Laplace}(\mu,b)</math> and <math>Y \sim \operatorname{Laplace}(\mu,b)</math>, then <math> \tfrac{|X-\mu|}{|Y-\mu|} \sim \operatorname{F}(2,2) </math> ([[http://wiki.stat.ucla.edu/socr/index.php/AP_Statistics_Curriculum_2007_Fisher_F F-distribution]])

*If <math>X \sim \operatorname{U}(0,1)\!</math> and <math>Y \sim \operatorname{U}(0,1)\!</math>, then <math>\log{\tfrac{X}{Y}} \sim \operatorname{Laplace}(0,1)\!</math> ([[http://wiki.stat.ucla.edu/socr/index.php/AP_Statistics_Curriculum_2007_Uniform Uniform distribution]])

*If <math>X \sim \operatorname{Exponential}(\lambda)\!</math> and <math>Y \sim \operatorname{Bernoulli}(0.5)\!</math> independent of <math>X\!</math>, then <math> X(2Y-1) \sim \operatorname{Laplace} (0,\lambda^{-1}) \!</math>([[http://wiki.stat.ucla.edu/socr/index.php/AP_Statistics_Curriculum_2007_Distrib_Binomial Bernoulli distribution]])

*If <math>X_1 \sim \operatorname{Exponential}(\lambda_1)\!</math> and <math>X_2 \sim \operatorname{Exponential}(\lambda_2)\!</math> independent of <math>X_1\!</math>, then <math>\lambda_1 X_1-\lambda_2 X_2 \sim \operatorname{Laplace}\left(0,1\right)\,</math>

*If <math>V \sim \operatorname{Exponential}(1)\!</math> and <math> Z \sim \operatorname{Normal}(0,1)\, </math> independent of <math>V</math>, then <math>X = \mu + b \sqrt{2 V}Z \sim \operatorname{Laplace}(\mu,b)</math>

 '''Relation to exponential distribution''': A Laplace random variable can be represented as the difference of two independent and identically distributed exponential random variables. One way to show is this by using the characteristic function approach.

Consider to independent and identically distributed random variables <math>X_1,X_2\sim \operatorname{Exponential}(\lambda)\!</math>. The characteristic functions for <math>X_1-X_2</math> are <math>\tfrac{\lambda}{-it+\lambda}</math> and <math>\tfrac{\lambda}{it+\lambda}</math> respectively. The product of these two functions is equivalent to the characteristic function of the sum of the random variables <math>X_1+(-X_2)</math>. The result is <math>\tfrac{\lambda^2}{(-it+\lambda)(it+\lambda)} =\tfrac{\lambda^2}{t^2+\lambda^2}</math>.

This is the same as the characteristic function for <math>Y\sim\operatorname{Laplace}(0,\tfrac{1}{\lambda})</math>, which is <math>\tfrac{1}{1+\tfrac{t^2}{\lambda^2}}</math>

===Applications===
The Laplace distribution is used for modeling in signal processing, various biological processes, finance, and economics. Examples of events that may be modeled by Laplace distribution include:
*Credit risk and exotic options in financial engineering
*Insurance claims
*Structural changes in switching-regime model and Kalman filter

===Example===
Suppose that the return of a certain stock has a Laplace distribution with <math>\mu=5</math> and <math>b=2</math>. Compute the probability that the stock will have a return between 6 and 10.

We can compute this as follows:

:<math>P(6 \le X\le 10)=\sum_{x=6}^{10}\frac{1}{2\times 2}\exp(-\frac{|x-5|}{2})=0.262223</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Laplace_Distribution.html SOCR distributions]
<center>[[Image:Laplace.jpg|600px]]</center>

AP Statistics Curriculum 2007 Laplace

2011-07-11T21:41:02Z

TracyTam: /* Related Distributions */

===Laplace Distribution===
'''Definition''': Laplace distribution is a distribution that is symmetrical and more “peaky” than a normal distribution. The dispersion of the data around the mean is higher than that of a normal distribution. Laplace distribution is also sometimes called the double exponential distribution.

 '''Probability density function''': For <math>X\sim \operatorname{Laplace}(\mu,b)</math>, the Laplace probability density function is given by

:<math>\frac{1}{2b}\exp(-\frac{|x-\mu|}{b})</math>

where
*e is the natural number (e = 2.71828…)
*b is a scale parameter (determines the profile of the distribution)
*<math>\mu</math> is the mean
*x is a random variable

 '''Cumulative density function''': The Laplace cumulative distribution function is given by

:<math>
\left\{\begin{matrix}
\frac{1}{2}\exp(\frac{x-\mu}{b}) & \mbox{if }x < \mu
\\[8pt]
1-\frac{1}{2}\exp(-\frac{x-\mu}{b}) & \mbox{if }x \geq \mu
\end{matrix}\right.
</math>

where
*e is the natural number (e = 2.71828…)
*b is a scale parameter (determines the profile of the distribution)
*<math>\mu</math> is the mean
*x is a random variable

 '''Moment generating function''': The Laplace moment-generating function is

:<math>M(t)=\frac{\exp(\mu t)}{1-b^2 t^2} \mbox{ for }|t|<\frac{1}{b}</math>

 '''Expectation''':

:<math>E(X)=\mu\!</math>

 '''Variance''': The gamma variance is

:<math>Var(X)=2b^2\!</math>

===Related Distributions===
*If <math>X\sim \operatorname{Laplace}(\mu,b)\!</math>, then <math>kX+b\sim \operatorname{Laplace}(k\mu+b,kb)\!</math>

*If <math>X \sim \operatorname{Laplace}(0,b)\!</math>, then <math>|X| \sim \operatorname{Exponential}(\tfrac{1}{b})\!</math> ([[Exponential distribution]])

*If <math>X \sim \operatorname{Exponential}(\tfrac{1}{\lambda})\!</math> and <math>Y \sim \operatorname{Exponential}(\tfrac{1}{\lambda})\!</math>, then <math>X-Y \sim \operatorname{Laplace}\left(0,\lambda\right)\!</math>

*If <math>X \sim \operatorname{Laplace}(\mu,\tfrac{1}{b})\!</math>, then <math>|X-\mu| \sim \operatorname{Exponential}(b)\!</math>

* If <math>X_i \sim \operatorname{Normal}(0,1)\!</math> for <math>i={1,2,3,4}\!</math> then <math>X_1 X_2 - X_3 X_4 \sim \operatorname{Laplace}(0,1)\!</math> ([[Normal distribution]])

* If <math>X_i \sim \operatorname{Normal}(0,1)\!</math> for <math>i={1,2,3,4}\!</math>, then <math>X_1 X_2 + X_3 X_4 \sim \operatorname{Laplace}(0,1)\!</math>

* If <math>X_i \sim \operatorname{Laplace}(\mu,b)\!</math>, then <math>\frac{2}{b \sum_{i=1}^n |X_i-\mu|} \sim \chi^2(2n) \! </math> ([[Chi-square distribution]])

*If <math>X \sim \operatorname{Laplace}(\mu,b)</math> and <math>Y \sim \operatorname{Laplace}(\mu,b)</math>, then <math> \tfrac{|X-\mu|}{|Y-\mu|} \sim \operatorname{F}(2,2) </math> ([[F-distribution]])

*If <math>X \sim \operatorname{U}(0,1)\!</math> and <math>Y \sim \operatorname{U}(0,1)\!</math>, then <math>\log{\tfrac{X}{Y}} \sim \operatorname{Laplace}(0,1)\!</math> ([[Uniform distribution]])

*If <math>X \sim \operatorname{Exponential}(\lambda)\!</math> and <math>Y \sim \operatorname{Bernoulli}(0.5)\!</math> independent of <math>X\!</math>, then <math> X(2Y-1) \sim \operatorname{Laplace} (0,\lambda^{-1}) \!</math>([[Bernoulli distribution]])

*If <math>X_1 \sim \operatorname{Exponential}(\lambda_1)\!</math> and <math>X_2 \sim \operatorname{Exponential}(\lambda_2)\!</math> independent of <math>X_1\!</math>, then <math>\lambda_1 X_1-\lambda_2 X_2 \sim \operatorname{Laplace}\left(0,1\right)\,</math>

*If <math>V \sim \operatorname{Exponential}(1)\!</math> and <math> Z \sim \operatorname{Normal}(0,1)\, </math> independent of <math>V</math>, then <math>X = \mu + b \sqrt{2 V}Z \sim \operatorname{Laplace}(\mu,b)</math>

 '''Relation to exponential distribution''': A Laplace random variable can be represented as the difference of two independent and identically distributed exponential random variables. One way to show is this by using the characteristic function approach.

Consider to independent and identically distributed random variables <math>X_1,X_2\sim \operatorname{Exponential}(\lambda)\!</math>. The characteristic functions for <math>X_1-X_2</math> are <math>\tfrac{\lambda}{-it+\lambda}</math> and <math>\tfrac{\lambda}{it+\lambda}</math> respectively. The product of these two functions is equivalent to the characteristic function of the sum of the random variables <math>X_1+(-X_2)</math>. The result is <math>\tfrac{\lambda^2}{(-it+\lambda)(it+\lambda)} =\tfrac{\lambda^2}{t^2+\lambda^2}</math>.

This is the same as the characteristic function for <math>Y\sim\operatorname{Laplace}(0,\tfrac{1}{\lambda})</math>, which is <math>\tfrac{1}{1+\tfrac{t^2}{\lambda^2}}</math>

===Applications===
The Laplace distribution is used for modeling in signal processing, various biological processes, finance, and economics. Examples of events that may be modeled by Laplace distribution include:
*Credit risk and exotic options in financial engineering
*Insurance claims
*Structural changes in switching-regime model and Kalman filter

===Example===
Suppose that the return of a certain stock has a Laplace distribution with <math>\mu=5</math> and <math>b=2</math>. Compute the probability that the stock will have a return between 6 and 10.

We can compute this as follows:

:<math>P(6 \le X\le 10)=\sum_{x=6}^{10}\frac{1}{2\times 2}\exp(-\frac{|x-5|}{2})=0.262223</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Laplace_Distribution.html SOCR distributions]
<center>[[Image:Laplace.jpg|600px]]</center>

AP Statistics Curriculum 2007 Beta

2011-07-11T21:25:44Z

TracyTam: /* Beta Distribution */

===Beta Distribution===
'''Definition''': Beta distribution is a distribution that models events which are constrained to take place within an interval defined by a minimum and maximum value.

 '''Probability density function''': For <math>X\sim \operatorname{Beta}(\alpha,\beta)\!</math>, the Beta probability density function is given by

:<math>\frac{x^{\alpha-1}(1-x)^{\beta-1}}{\Beta(\alpha,\beta)}</math>

where
*<math>\alpha</math> is a positive shape parameter
*<math>\beta</math> is a positive shape parameter
*<math>\textstyle\Beta(\alpha,\beta)=\int_0^1 t^{\alpha-1}(1-t)^{\beta-1}dt</math> or <math>\textstyle\Beta(\alpha,\beta)=\frac{\Gamma(x)\Gamma(y)}{\Gamma(x+y)}</math>, where <math>\Gamma(k)!=(k-1)!=1 \times 2 \times\ 3 \times\cdots \times (k-1)</math>
*x is a random variable

 '''Cumulative density function''': Beta cumulative distribution function is given by

:<math>\frac{\Beta_x(\alpha,\beta)}{\Beta(\alpha,\beta)}</math>

where
*<math>\textstyle\Beta_x(\alpha,\beta)=\int_0^x t^{\alpha-1}(1-t)^{\beta-1}dt</math>
*<math>\textstyle\Beta(\alpha,\beta)=\int_0^1 t^{\alpha-1}(1-t)^{\beta-1}dt</math>

 '''Moment generating function''': The Beta moment-generating function is

:<math>M(t)=1+\sum_{k=1}^\infty (\prod_{r=0}^{k-1}\frac{\alpha+r}{\alpha+\beta+r})\frac{t^k}{k!}</math>

 '''Expectation''': The expected value of a Beta distributed random variable x is

:<math>E(X)=\frac{\alpha}{\alpha+\beta}</math>

 '''Variance''': The Beta variance is

:<math>Var(X)=\frac{\alpha\beta}{(\alpha+\beta)^2(\alpha+\beta+1)}</math>

===Applications===
The Beta distribution is used in a range of disciplines including rule of succession, Bayesian statistics, and task duration modeling. Examples of events that may be modeled by Beta distribution include:
*The time it takes to complete a task
*The proportion of defective items in a shipment

===Example===
Suppose that DVDs in a certain shipment are defective with a Beta distribution with <math>\alpha=2</math> and <math>\beta=5</math>. Compute the probability that the shipment has 20% to 30% defective DVDs.

We can compute this as follows:

:<math>P(0.2\le X\le 0.3)=\sum_{x=0.2}^{0.3}\frac{x^{2-1}(1-x)^{5-1}}{\Beta(2,5)}=0.235185</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Beta_Distribution.html SOCR distributions]
<center>[[Image:Beta.jpg|600px]]</center>

AP Statistics Curriculum 2007 Beta

2011-07-11T21:25:15Z

TracyTam: /* Beta Distribution */

===Beta Distribution===
'''Definition''': Beta distribution is a distribution that models events which are constrained to take place within an interval defined by a minimum and maximum value.

 '''Probability density function''': For <math>X\sim \operatorname{Beta}(\alpha,\beta)\!</math>, the Beta probability density function is given by

:<math>\frac{x^{\alpha-1}(1-x)^{\beta-1}}{\Beta(\alpha,\beta)}</math>

where
*<math>\alpha</math> is a positive shape parameter
*<math>\beta</math> is a positive shape parameter
*<math>\textstyle\Beta(\alpha,\beta)=\int_0^1 t^{\alpha-1}(1-t)^{\beta-1}dt</math> or 
<math>\textstyle\Beta(\alpha,\beta)=\frac{\Gamma(x)\Gamma(y)}{\Gamma(x+y)}</math>, where <math>\Gamma(k)!=(k-1)!=1 \times 2 \times\ 3 \times\cdots \times (k-1)</math>
*x is a random variable

 '''Cumulative density function''': Beta cumulative distribution function is given by

:<math>\frac{\Beta_x(\alpha,\beta)}{\Beta(\alpha,\beta)}</math>

where
*<math>\textstyle\Beta_x(\alpha,\beta)=\int_0^x t^{\alpha-1}(1-t)^{\beta-1}dt</math>
*<math>\textstyle\Beta(\alpha,\beta)=\int_0^1 t^{\alpha-1}(1-t)^{\beta-1}dt</math>

 '''Moment generating function''': The Beta moment-generating function is

:<math>M(t)=1+\sum_{k=1}^\infty (\prod_{r=0}^{k-1}\frac{\alpha+r}{\alpha+\beta+r})\frac{t^k}{k!}</math>

 '''Expectation''': The expected value of a Beta distributed random variable x is

:<math>E(X)=\frac{\alpha}{\alpha+\beta}</math>

 '''Variance''': The Beta variance is

:<math>Var(X)=\frac{\alpha\beta}{(\alpha+\beta)^2(\alpha+\beta+1)}</math>

===Applications===
The Beta distribution is used in a range of disciplines including rule of succession, Bayesian statistics, and task duration modeling. Examples of events that may be modeled by Beta distribution include:
*The time it takes to complete a task
*The proportion of defective items in a shipment

===Example===
Suppose that DVDs in a certain shipment are defective with a Beta distribution with <math>\alpha=2</math> and <math>\beta=5</math>. Compute the probability that the shipment has 20% to 30% defective DVDs.

We can compute this as follows:

:<math>P(0.2\le X\le 0.3)=\sum_{x=0.2}^{0.3}\frac{x^{2-1}(1-x)^{5-1}}{\Beta(2,5)}=0.235185</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Beta_Distribution.html SOCR distributions]
<center>[[Image:Beta.jpg|600px]]</center>

AP Statistics Curriculum 2007 Pareto

2011-07-11T21:24:28Z

TracyTam: /* Pareto Distribution */

===Pareto Distribution===
'''Definition''': Pareto distribution is a skewed, heavy-tailed distribution that is sometimes used to model that distribution of incomes. The basis of the distribution is that a high proportion of a population has low income while only a few people have very high incomes.

 '''Probability density function''': For <math>X\sim \operatorname{Pareto}(x_m,\alpha)\!</math>, the Pareto probability density function is given by

:<math>\frac{\alpha x_m^\alpha}{x^{\alpha+1}}</math>

where
*<math>x_m</math> is the minimum possible value of X
*<math>\alpha</math> is a positive parameter which determines the concentration of data towards the mode
*x is a random variable (<math>x>x_m</math>)

 '''Cumulative density function''': The Pareto cumulative distribution function is given by

:<math>1-(\frac{x_m}{x})^\alpha</math>

where
*<math>x_m</math> is the minimum possible value of X
*<math>\alpha</math> is a positive parameter which determines the concentration of data towards the mode
*x is a random variable (<math>x>x_m</math>)

 '''Moment generating function''': The Pareto moment-generating function is

:<math>M(t)=\alpha(-x_m t)^\alpha\Gamma(-\alpha,-x_m t)\!</math>

where
*<math>\textstyle\Gamma(-\alpha,-x_m t)=\int_{-x_m t}^\infty t^{-\alpha-1}e^{-t}dt</math>

 '''Expectation''': The expected value of Pareto distributed random variable x is

:<math>E(X)=\frac{\alpha x_m}{\alpha-1}\mbox{ for }\alpha>1\!</math>

 '''Variance''': The Pareto variance is

:<math>Var(X)=\frac{x_m^2 \alpha}{(\alpha-1)^2(\alpha-2)}\mbox{ for }\alpha>2\!</math>

===Applications===
The Pareto distribution is sometimes expressed more simply as the “80-20 rule”, which describes a range of situations. In customer support, it means that 80% of problems come from 20% of customers. In economics, it means 80% of the wealth is controlled by 20% of the population. Examples of events that may be modeled by Pareto distribution include:
*The sizes of human settlements (few cities, many villages)
*The file size distribution of Internet traffic which uses the TCP protocol (few larger files, many smaller files)
*Hard disk drive error rates
*The values of oil reserves in oil fields (few large fields, many small fields)
*The length distribution in jobs assigned supercomputers (few large ones, many small ones)
*The standardized price returns on individual stocks
*The sizes of sand particles
*The sizes of meteorites
*The number of species per genus
*The areas burned in forest fires
*The severity of large casualty losses for certain businesses, such as general liability, commercial auto, and workers compensation

===Example===
Suppose that the income of a certain population has a Pareto distribution with <math>\alpha=3</math> and <math>x_m=1000</math>. Compute the proportion of the population with incomes between 2000 and 4000.

We can compute this as follows:

:<math>P(2000\le X\le 4000)=\sum_{x=2000}^{4000}\frac{3\times 1000^3}{x^{3+1}}=0.109375</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Pareto_Distribution.html SOCR distributions]
<center>[[Image:Pareto.jpg|600px]]</center>

AP Statistics Curriculum 2007 Exponential

2011-07-11T21:24:13Z

TracyTam: /* Exponential Distribution */

===Exponential Distribution===
'''Definition''': Exponential distribution is a special case of the gamma distribution. Whereas the gamma distribution is the waiting time for more than one event, the exponential distribution describes the time between a single Poisson event.

 '''Probability density function''': For <math>X\sim \operatorname{Exponential}(\lambda)\!</math>, the exponential probability density function is given by

:<math>\lambda e^{-\lambda x}\!</math>

where
*e is the natural number (e = 2.71828…)
*<math>\lambda</math> is the mean time between events
*x is a random variable

 '''Cumulative density function''': The exponential cumulative distribution function is given by

:<math>1-e^{-\lambda x}\!</math>

where
*e is the natural number (e = 2.71828…)
*<math>\lambda</math> is the mean time between events
*x is a random variable

 '''Moment generating function''': The exponential moment-generating function is

:<math>M(t)=(1-\frac{t}{\lambda})^{-1}</math>

 '''Expectation''': The expected value of a exponential distributed random variable x is

:<math>E(X)=\frac{1}{\lambda}</math>

 '''Variance''': The exponential variance is

:<math>Var(X)=\frac{1}{\lambda^2}</math>

===Applications===
The exponential distribution occurs naturally when describing the waiting time in a homogeneous Poisson process. It can be used in a range of disciplines including queuing theory, physics, reliability theory, and hydrology. Examples of events that may be modeled by exponential distribution include:
*The time until a radioactive particle decays
*The time between clicks of a Geiger counter
*The time until default on payment to company debt holders
*The distance between roadkills on a given road
*The distance between mutations on a DNA strand
*The time it takes for a bank teller to serve a customer
*The height of various molecules in a gas at a fixed temperature and pressure in a uniform gravitational field
*The monthly and annual maximum values of daily rainfall and river discharge volumes

===Example===
Suppose you usually get 2 phone calls per hour. Compute the probability that a phone call will arrive within the next hour.

2 phone calls per hour means that we would expect one phone call every 1/2 hour so <math>\lambda=0.5</math>. We can then compute this as follows:

:<math>P(0\le X\le 1)=\sum_{x=0}^1 0.5e^{-0.5x}=0.393469</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Exponential_Distribution.html SOCR distributions]
<center>[[Image:Exponential.jpg|600px]]</center>

AP Statistics Curriculum 2007 Gamma

2011-07-11T21:23:55Z

TracyTam: /* Gamma Distribution */

===Gamma Distribution===
'''Definition''': Gamma distribution is a distribution that arises naturally in processes for which the waiting times between events are relevant. It can be thought of as a waiting time between Poisson distributed events.

 '''Probability density function''': The waiting time until the hth Poisson event with a rate of change <math>\lambda</math> is

:<math>P(x)=\frac{\lambda(\lambda x)^{h-1}}{(h-1)!}{e^{-\lambda x}}</math>

For <math>X\sim \operatorname{Gamma}(k,\theta)\!</math>, where <math>k=h</math> and <math>\theta=1/\lambda</math>, the gamma probability density function is given by

:<math>\frac{x^{k-1}e^{-x/\theta}}{\Gamma(k)\theta^k}</math>

where
*e is the natural number (e = 2.71828…)
*k is the number of occurrences of an event
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\theta=1/\lambda</math> is the mean number of events per time unit, where <math>\lambda</math> is the mean time between events. For example, if the mean time between phone calls is 2 hours, then you would use a gamma distribution with <math>\theta</math>=1/2=0.5. If we want to find the mean number of calls in 5 hours, it would be 5 <math>\times</math> 1/2=2.5.
*x is a random variable

 '''Cumulative density function''': The gamma cumulative distribution function is given by

:<math>\frac{\gamma(k,x/\theta)}{\Gamma(k)}</math>

where
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\textstyle\gamma(k,x/\theta)=\int_0^{x/\theta}t^{k-1}e^{-t}dt</math>

 '''Moment generating function''': The gamma moment-generating function is

:<math>M(t)=(1-\theta t)^{-k}\!</math>

 '''Expectation''': The expected value of a gamma distributed random variable x is

:<math>E(X)=k\theta\!</math>

 '''Variance''': The gamma variance is

:<math>Var(X)=k\theta^2\!</math>

===Applications===
The gamma distribution can be used a range of disciplines including queuing models, climatology, and financial services. Examples of events that may be modeled by gamma distribution include:
*The amount of rainfall accumulated in a reservoir
*The size of loan defaults or aggregate insurance claims
*The flow of items through manufacturing and distribution processes
*The load on web servers
*The many and varied forms of telecom exchange

The gamma distribution is also used to model errors in a multi-level Poisson regression model because the combination of a Poisson distribution and a gamma distribution is a negative binomial distribution.

===Example===
Suppose you are fishing and you expect to get a fish once every 1/2 hour. Compute the probability that you will have to wait between 2 to 4 hours before you catch 4 fish.

One fish every 1/2 hour means we would expect to get <math>\theta=1 / 0.5=2</math> fish every hour on average. Using <math>\theta=2</math> and <math>k=4</math>, we can compute this as follows:

:<math>P(2\le X\le 4)=\sum_{x=2}^4\frac{x^{4-1}e^{-x/2}}{\Gamma(4)2^4}=0.12388</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Gamma_Distribution.html SOCR distributions]
<center>[[Image:Gamma.jpg|600px]]</center>

AP Statistics Curriculum 2007 Laplace

2011-07-11T21:23:27Z

TracyTam: /* Laplace Distribution */

AP Statistics Curriculum 2007 Laplace

2011-07-11T21:22:50Z

TracyTam: /* Related Distributions */

File:Laplace.jpg

2011-07-11T21:14:23Z

TracyTam:

AP Statistics Curriculum 2007 Laplace

2011-07-11T21:13:58Z

TracyTam: /* Laplace Distribution */

AP Statistics Curriculum 2007 Laplace

2011-07-11T21:13:38Z

TracyTam: /* Applications */

AP Statistics Curriculum 2007 Beta

2011-07-11T21:10:26Z

TracyTam: /* Applications */

===Beta Distribution===
'''Definition''': Beta distribution is a distribution that models events which are constrained to take place within an interval defined by a minimum and maximum value.

 '''Probability density function''': For <math>X\sim Beta(\alpha,\beta)\!</math>, the Beta probability density function is given by

:<math>\frac{x^{\alpha-1}(1-x)^{\beta-1}}{\Beta(\alpha,\beta)}</math>

where
*<math>\alpha</math> is a positive shape parameter
*<math>\beta</math> is a positive shape parameter
*<math>\textstyle\Beta(\alpha,\beta)=\int_0^1 t^{\alpha-1}(1-t)^{\beta-1}dt</math> or
:<math>\textstyle\Beta(\alpha,\beta)=\frac{\Gamma(x)\Gamma(y)}{\Gamma(x+y)}</math>, where <math>\Gamma(k)!=(k-1)!=1 \times 2 \times\ 3 \times\cdots \times (k-1)</math>
*x is a random variable

 '''Cumulative density function''': Beta cumulative distribution function is given by

:<math>\frac{\Beta_x(\alpha,\beta)}{\Beta(\alpha,\beta)}</math>

where
*<math>\textstyle\Beta_x(\alpha,\beta)=\int_0^x t^{\alpha-1}(1-t)^{\beta-1}dt</math>
*<math>\textstyle\Beta(\alpha,\beta)=\int_0^1 t^{\alpha-1}(1-t)^{\beta-1}dt</math>

 '''Moment generating function''': The Beta moment-generating function is

:<math>M(t)=1+\sum_{k=1}^\infty (\prod_{r=0}^{k-1}\frac{\alpha+r}{\alpha+\beta+r})\frac{t^k}{k!}</math>

 '''Expectation''': The expected value of a Beta distributed random variable x is

:<math>E(X)=\frac{\alpha}{\alpha+\beta}</math>

 '''Variance''': The Beta variance is

:<math>Var(X)=\frac{\alpha\beta}{(\alpha+\beta)^2(\alpha+\beta+1)}</math>

===Applications===
The Beta distribution is used in a range of disciplines including rule of succession, Bayesian statistics, and task duration modeling. Examples of events that may be modeled by Beta distribution include:
*The time it takes to complete a task
*The proportion of defective items in a shipment

===Example===
Suppose that DVDs in a certain shipment are defective with a Beta distribution with <math>\alpha=2</math> and <math>\beta=5</math>. Compute the probability that the shipment has 20% to 30% defective DVDs.

We can compute this as follows:

:<math>P(0.2\le X\le 0.3)=\sum_{x=0.2}^{0.3}\frac{x^{2-1}(1-x)^{5-1}}{\Beta(2,5)}=0.235185</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Beta_Distribution.html SOCR distributions]
<center>[[Image:Beta.jpg|600px]]</center>

AP Statistics Curriculum 2007 Pareto

2011-07-11T21:10:12Z

TracyTam: /* Applications */

===Pareto Distribution===
'''Definition''': Pareto distribution is a skewed, heavy-tailed distribution that is sometimes used to model that distribution of incomes. The basis of the distribution is that a high proportion of a population has low income while only a few people have very high incomes.

 '''Probability density function''': For <math>X\sim Pareto(x_m,\alpha)\!</math>, the Pareto probability density function is given by

:<math>\frac{\alpha x_m^\alpha}{x^{\alpha+1}}</math>

where
*<math>x_m</math> is the minimum possible value of X
*<math>\alpha</math> is a positive parameter which determines the concentration of data towards the mode
*x is a random variable (<math>x>x_m</math>)

 '''Cumulative density function''': The Pareto cumulative distribution function is given by

:<math>1-(\frac{x_m}{x})^\alpha</math>

where
*<math>x_m</math> is the minimum possible value of X
*<math>\alpha</math> is a positive parameter which determines the concentration of data towards the mode
*x is a random variable (<math>x>x_m</math>)

 '''Moment generating function''': The Pareto moment-generating function is

:<math>M(t)=\alpha(-x_m t)^\alpha\Gamma(-\alpha,-x_m t)\!</math>

where
*<math>\textstyle\Gamma(-\alpha,-x_m t)=\int_{-x_m t}^\infty t^{-\alpha-1}e^{-t}dt</math>

 '''Expectation''': The expected value of Pareto distributed random variable x is

:<math>E(X)=\frac{\alpha x_m}{\alpha-1}\mbox{ for }\alpha>1\!</math>

 '''Variance''': The Pareto variance is

:<math>Var(X)=\frac{x_m^2 \alpha}{(\alpha-1)^2(\alpha-2)}\mbox{ for }\alpha>2\!</math>

===Applications===
The Pareto distribution is sometimes expressed more simply as the “80-20 rule”, which describes a range of situations. In customer support, it means that 80% of problems come from 20% of customers. In economics, it means 80% of the wealth is controlled by 20% of the population. Examples of events that may be modeled by Pareto distribution include:
*The sizes of human settlements (few cities, many villages)
*The file size distribution of Internet traffic which uses the TCP protocol (few larger files, many smaller files)
*Hard disk drive error rates
*The values of oil reserves in oil fields (few large fields, many small fields)
*The length distribution in jobs assigned supercomputers (few large ones, many small ones)
*The standardized price returns on individual stocks
*The sizes of sand particles
*The sizes of meteorites
*The number of species per genus
*The areas burned in forest fires
*The severity of large casualty losses for certain businesses, such as general liability, commercial auto, and workers compensation

===Example===
Suppose that the income of a certain population has a Pareto distribution with <math>\alpha=3</math> and <math>x_m=1000</math>. Compute the proportion of the population with incomes between 2000 and 4000.

We can compute this as follows:

:<math>P(2000\le X\le 4000)=\sum_{x=2000}^{4000}\frac{3\times 1000^3}{x^{3+1}}=0.109375</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Pareto_Distribution.html SOCR distributions]
<center>[[Image:Pareto.jpg|600px]]</center>

AP Statistics Curriculum 2007 Gamma

2011-07-11T21:09:55Z

TracyTam: /* Applications */

===Gamma Distribution===
'''Definition''': Gamma distribution is a distribution that arises naturally in processes for which the waiting times between events are relevant. It can be thought of as a waiting time between Poisson distributed events.

 '''Probability density function''': The waiting time until the hth Poisson event with a rate of change <math>\lambda</math> is

:<math>P(x)=\frac{\lambda(\lambda x)^{h-1}}{(h-1)!}{e^{-\lambda x}}</math>

For <math>X\sim Gamma(k,\theta)\!</math>, where <math>k=h</math> and <math>\theta=1/\lambda</math>, the gamma probability density function is given by

:<math>\frac{x^{k-1}e^{-x/\theta}}{\Gamma(k)\theta^k}</math>

where
*e is the natural number (e = 2.71828…)
*k is the number of occurrences of an event
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\theta=1/\lambda</math> is the mean number of events per time unit, where <math>\lambda</math> is the mean time between events. For example, if the mean time between phone calls is 2 hours, then you would use a gamma distribution with <math>\theta</math>=1/2=0.5. If we want to find the mean number of calls in 5 hours, it would be 5 <math>\times</math> 1/2=2.5.
*x is a random variable

 '''Cumulative density function''': The gamma cumulative distribution function is given by

:<math>\frac{\gamma(k,x/\theta)}{\Gamma(k)}</math>

where
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\textstyle\gamma(k,x/\theta)=\int_0^{x/\theta}t^{k-1}e^{-t}dt</math>

 '''Moment generating function''': The gamma moment-generating function is

:<math>M(t)=(1-\theta t)^{-k}\!</math>

 '''Expectation''': The expected value of a gamma distributed random variable x is

:<math>E(X)=k\theta\!</math>

 '''Variance''': The gamma variance is

:<math>Var(X)=k\theta^2\!</math>

===Applications===
The gamma distribution can be used a range of disciplines including queuing models, climatology, and financial services. Examples of events that may be modeled by gamma distribution include:
*The amount of rainfall accumulated in a reservoir
*The size of loan defaults or aggregate insurance claims
*The flow of items through manufacturing and distribution processes
*The load on web servers
*The many and varied forms of telecom exchange

The gamma distribution is also used to model errors in a multi-level Poisson regression model because the combination of a Poisson distribution and a gamma distribution is a negative binomial distribution.

===Example===
Suppose you are fishing and you expect to get a fish once every 1/2 hour. Compute the probability that you will have to wait between 2 to 4 hours before you catch 4 fish.

One fish every 1/2 hour means we would expect to get <math>\theta=1 / 0.5=2</math> fish every hour on average. Using <math>\theta=2</math> and <math>k=4</math>, we can compute this as follows:

:<math>P(2\le X\le 4)=\sum_{x=2}^4\frac{x^{4-1}e^{-x/2}}{\Gamma(4)2^4}=0.12388</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Gamma_Distribution.html SOCR distributions]
<center>[[Image:Gamma.jpg|600px]]</center>

AP Statistics Curriculum 2007 Exponential

2011-07-11T21:09:23Z

TracyTam: /* Applications */

===Exponential Distribution===
'''Definition''': Exponential distribution is a special case of the gamma distribution. Whereas the gamma distribution is the waiting time for more than one event, the exponential distribution describes the time between a single Poisson event.

 '''Probability density function''': For <math>X\sim Exponential(\lambda)\!</math>, the exponential probability density function is given by

:<math>\lambda e^{-\lambda x}\!</math>

where
*e is the natural number (e = 2.71828…)
*<math>\lambda</math> is the mean time between events
*x is a random variable

 '''Cumulative density function''': The exponential cumulative distribution function is given by

:<math>1-e^{-\lambda x}\!</math>

where
*e is the natural number (e = 2.71828…)
*<math>\lambda</math> is the mean time between events
*x is a random variable

 '''Moment generating function''': The exponential moment-generating function is

:<math>M(t)=(1-\frac{t}{\lambda})^{-1}</math>

 '''Expectation''': The expected value of a exponential distributed random variable x is

:<math>E(X)=\frac{1}{\lambda}</math>

 '''Variance''': The exponential variance is

:<math>Var(X)=\frac{1}{\lambda^2}</math>

===Applications===
The exponential distribution occurs naturally when describing the waiting time in a homogeneous Poisson process. It can be used in a range of disciplines including queuing theory, physics, reliability theory, and hydrology. Examples of events that may be modeled by exponential distribution include:
*The time until a radioactive particle decays
*The time between clicks of a Geiger counter
*The time until default on payment to company debt holders
*The distance between roadkills on a given road
*The distance between mutations on a DNA strand
*The time it takes for a bank teller to serve a customer
*The height of various molecules in a gas at a fixed temperature and pressure in a uniform gravitational field
*The monthly and annual maximum values of daily rainfall and river discharge volumes

===Example===
Suppose you usually get 2 phone calls per hour. Compute the probability that a phone call will arrive within the next hour.

2 phone calls per hour means that we would expect one phone call every 1/2 hour so <math>\lambda=0.5</math>. We can then compute this as follows:

:<math>P(0\le X\le 1)=\sum_{x=0}^1 0.5e^{-0.5x}=0.393469</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Exponential_Distribution.html SOCR distributions]
<center>[[Image:Exponential.jpg|600px]]</center>

AP Statistics Curriculum 2007 Laplace

2011-07-11T21:07:52Z

TracyTam: /* Related Distributions */

AP Statistics Curriculum 2007 Laplace

2011-07-11T21:06:48Z

TracyTam: /* Laplace Distribution */

AP Statistics Curriculum 2007 Laplace

2011-07-11T21:06:22Z

TracyTam: /* Laplace Distribution */

AP Statistics Curriculum 2007 Pareto

2011-07-11T21:04:27Z

TracyTam: /* Pareto Distribution */

===Pareto Distribution===
'''Definition''': Pareto distribution is a skewed, heavy-tailed distribution that is sometimes used to model that distribution of incomes. The basis of the distribution is that a high proportion of a population has low income while only a few people have very high incomes.

 '''Probability density function''': For <math>X\sim Pareto(x_m,\alpha)\!</math>, the Pareto probability density function is given by

:<math>\frac{\alpha x_m^\alpha}{x^{\alpha+1}}</math>

where
*<math>x_m</math> is the minimum possible value of X
*<math>\alpha</math> is a positive parameter which determines the concentration of data towards the mode
*x is a random variable (<math>x>x_m</math>)

 '''Cumulative density function''': The Pareto cumulative distribution function is given by

:<math>1-(\frac{x_m}{x})^\alpha</math>

where
*<math>x_m</math> is the minimum possible value of X
*<math>\alpha</math> is a positive parameter which determines the concentration of data towards the mode
*x is a random variable (<math>x>x_m</math>)

 '''Moment generating function''': The Pareto moment-generating function is

:<math>M(t)=\alpha(-x_m t)^\alpha\Gamma(-\alpha,-x_m t)\!</math>

where
*<math>\textstyle\Gamma(-\alpha,-x_m t)=\int_{-x_m t}^\infty t^{-\alpha-1}e^{-t}dt</math>

 '''Expectation''': The expected value of Pareto distributed random variable x is

:<math>E(X)=\frac{\alpha x_m}{\alpha-1}\mbox{ for }\alpha>1\!</math>

 '''Variance''': The Pareto variance is

:<math>Var(X)=\frac{x_m^2 \alpha}{(\alpha-1)^2(\alpha-2)}\mbox{ for }\alpha>2\!</math>

===Applications===
The Pareto distribution is sometimes expressed more simply as the “80-20 rule”, which describes a range of situations. In customer support, it means that 80% of problems come from 20% of customers. In economics, it means 80% of the wealth is controlled by 20% of the population. Examples of events that may be modeled by Pareto distribution include:
*The sizes of human settlements (few cities, many villages)
*The file size distribution of Internet traffic which uses the TCP protocol (few larger files, many smaller files)
*Hard disk drive error rates
*The values of oil reserves in oil fields (few large fields, many small fields)
*The length distribution in jobs assigned supercomputers (few large ones, many small ones)
*The standardized price returns on individual stocks
*The sizes of sand particles
*The sizes of meteorites
*The number of species per genus
*The areas burned in forest fires
*The severity of large casualty losses for certain businesses, such as general liability, commercial auto, and workers compensation

===Example===
Suppose that the income of a certain population has a Pareto distribution with <math>\alpha=3</math> and <math>x_m=1000</math>. Compute the proportion of the population with incomes between 2000 and 4000.

We can compute this as follows:

:<math>P(2000\le X\le 4000)=\sum_{x=2000}^{4000}\frac{3\times 1000^3}{x^{3+1}}=0.109375</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Pareto_Distribution.html SOCR distributions]
<center>[[Image:Pareto.jpg|600px]]</center>

AP Statistics Curriculum 2007 Beta

2011-07-11T21:01:47Z

TracyTam: /* Example */

===Beta Distribution===
'''Definition''': Beta distribution is a distribution that models events which are constrained to take place within an interval defined by a minimum and maximum value.

 '''Probability density function''': For <math>X\sim Beta(\alpha,\beta)\!</math>, the Beta probability density function is given by

:<math>\frac{x^{\alpha-1}(1-x)^{\beta-1}}{\Beta(\alpha,\beta)}</math>

where
*<math>\alpha</math> is a positive shape parameter
*<math>\beta</math> is a positive shape parameter
*<math>\textstyle\Beta(\alpha,\beta)=\int_0^1 t^{\alpha-1}(1-t)^{\beta-1}dt</math> or
:<math>\textstyle\Beta(\alpha,\beta)=\frac{\Gamma(x)\Gamma(y)}{\Gamma(x+y)}</math>, where <math>\Gamma(k)!=(k-1)!=1 \times 2 \times\ 3 \times\cdots \times (k-1)</math>
*x is a random variable

 '''Cumulative density function''': Beta cumulative distribution function is given by

:<math>\frac{\Beta_x(\alpha,\beta)}{\Beta(\alpha,\beta)}</math>

where
*<math>\textstyle\Beta_x(\alpha,\beta)=\int_0^x t^{\alpha-1}(1-t)^{\beta-1}dt</math>
*<math>\textstyle\Beta(\alpha,\beta)=\int_0^1 t^{\alpha-1}(1-t)^{\beta-1}dt</math>

 '''Moment generating function''': The Beta moment-generating function is

:<math>M(t)=1+\sum_{k=1}^\infty (\prod_{r=0}^{k-1}\frac{\alpha+r}{\alpha+\beta+r})\frac{t^k}{k!}</math>

 '''Expectation''': The expected value of a Beta distributed random variable x is

:<math>E(X)=\frac{\alpha}{\alpha+\beta}</math>

 '''Variance''': The Beta variance is

:<math>Var(X)=\frac{\alpha\beta}{(\alpha+\beta)^2(\alpha+\beta+1)}</math>

===Applications===
The Beta distribution is used in a range of disciplines including rule of succession, Bayesian statistics, and task duration modeling. Examples of events that may be modeled by Beta distribution include:
*The time it takes to complete a task
*The proportion of defective items in a shipment

===Example===
Suppose that DVDs in a certain shipment are defective with a Beta distribution with <math>\alpha=2</math> and <math>\beta=5</math>. Compute the probability that the shipment has 20% to 30% defective DVDs.

We can compute this as follows:

:<math>P(0.2\le X\le 0.3)=\sum_{x=0.2}^{0.3}\frac{x^{2-1}(1-x)^{5-1}}{\Beta(2,5)}=0.235185</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Beta_Distribution.html SOCR distributions]
<center>[[Image:Beta.jpg|600px]]</center>

AP Statistics Curriculum 2007 Beta

2011-07-11T21:01:05Z

TracyTam: /* Beta Distribution */

===Beta Distribution===
'''Definition''': Beta distribution is a distribution that models events which are constrained to take place within an interval defined by a minimum and maximum value.

 '''Probability density function''': For <math>X\sim Beta(\alpha,\beta)\!</math>, the Beta probability density function is given by

:<math>\frac{x^{\alpha-1}(1-x)^{\beta-1}}{\Beta(\alpha,\beta)}</math>

where
*<math>\alpha</math> is a positive shape parameter
*<math>\beta</math> is a positive shape parameter
*<math>\textstyle\Beta(\alpha,\beta)=\int_0^1 t^{\alpha-1}(1-t)^{\beta-1}dt</math> or
:<math>\textstyle\Beta(\alpha,\beta)=\frac{\Gamma(x)\Gamma(y)}{\Gamma(x+y)}</math>, where <math>\Gamma(k)!=(k-1)!=1 \times 2 \times\ 3 \times\cdots \times (k-1)</math>
*x is a random variable

 '''Cumulative density function''': Beta cumulative distribution function is given by

:<math>\frac{\Beta_x(\alpha,\beta)}{\Beta(\alpha,\beta)}</math>

where
*<math>\textstyle\Beta_x(\alpha,\beta)=\int_0^x t^{\alpha-1}(1-t)^{\beta-1}dt</math>
*<math>\textstyle\Beta(\alpha,\beta)=\int_0^1 t^{\alpha-1}(1-t)^{\beta-1}dt</math>

 '''Moment generating function''': The Beta moment-generating function is

:<math>M(t)=1+\sum_{k=1}^\infty (\prod_{r=0}^{k-1}\frac{\alpha+r}{\alpha+\beta+r})\frac{t^k}{k!}</math>

 '''Expectation''': The expected value of a Beta distributed random variable x is

:<math>E(X)=\frac{\alpha}{\alpha+\beta}</math>

 '''Variance''': The Beta variance is

:<math>Var(X)=\frac{\alpha\beta}{(\alpha+\beta)^2(\alpha+\beta+1)}</math>

===Applications===
The Beta distribution is used in a range of disciplines including rule of succession, Bayesian statistics, and task duration modeling. Examples of events that may be modeled by Beta distribution include:
*The time it takes to complete a task
*The proportion of defective items in a shipment

===Example===
Suppose that DVDs in a certain shipment are defective with a Beta distribution with α=2 and β=5. Compute the probability that the shipment has 20% to 30% defective DVDs.

We can compute this as follows:

:<math>P(0.2\le X\le 0.3)=\sum_{x=0.2}^{0.3}\frac{x^{2-1}(1-x)^{5-1}}{\Beta(2,5)}=0.235185</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Beta_Distribution.html SOCR distributions]
<center>[[Image:Beta.jpg|600px]]</center>

AP Statistics Curriculum 2007 Beta

2011-07-11T21:00:27Z

TracyTam: /* Beta Distribution */

===Beta Distribution===
'''Definition''': Beta distribution is a distribution that models events which are constrained to take place within an interval defined by a minimum and maximum value.

 '''Probability density function''': For <math>X\sim Beta(\alpha,\beta)\!</math>, the Beta probability density function is given by

:<math>\frac{x^{\alpha-1}(1-x)^{\beta-1}}{\Beta(\alpha,\beta)}</math>

where
*<math>\alpha</math> is a positive shape parameter
*<math>\beta</math> is a positive shape parameter
*<math>\textstyle\Beta(\alpha,\beta)=\int_0^1 t^{\alpha-1}(1-t)^{\beta-1}dt</math> or
:<math>\textstyle\Beta(\alpha,\beta)=\frac{\Gamma(x)\Gamma(y)}{\Gamma(x+y)}</math>, where <math>\Gamma(k)!=(k-1)!=1 \times 2 \times\ 3 \times\cdots \times (k-1)</math>
*x is a random variable

 '''Cumulative density function''': Beta cumulative distribution function is given by

:<math>\frac{\Beta_x(\alpha,\beta)}{\Beta(\alpha,\beta)}</math>

where
*<math>\Beta_x(\alpha,\beta)=\int_0^x t^{\alpha-1}(1-t)^{\beta-1}dt</math>
*<math>\Beta(\alpha,\beta)=\int_0^1 t^{\alpha-1}(1-t)^{\beta-1}dt</math>

 '''Moment generating function''': The Beta moment-generating function is

:<math>M(t)=1+\sum_{k=1}^\infty (\prod_{r=0}^{k-1}\frac{\alpha+r}{\alpha+\beta+r})\frac{t^k}{k!}</math>

 '''Expectation''': The expected value of a Beta distributed random variable x is

:<math>E(X)=\frac{\alpha}{\alpha+\beta}</math>

 '''Variance''': The Beta variance is

:<math>Var(X)=\frac{\alpha\beta}{(\alpha+\beta)^2(\alpha+\beta+1)}</math>

===Applications===
The Beta distribution is used in a range of disciplines including rule of succession, Bayesian statistics, and task duration modeling. Examples of events that may be modeled by Beta distribution include:
*The time it takes to complete a task
*The proportion of defective items in a shipment

===Example===
Suppose that DVDs in a certain shipment are defective with a Beta distribution with α=2 and β=5. Compute the probability that the shipment has 20% to 30% defective DVDs.

We can compute this as follows:

:<math>P(0.2\le X\le 0.3)=\sum_{x=0.2}^{0.3}\frac{x^{2-1}(1-x)^{5-1}}{\Beta(2,5)}=0.235185</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Beta_Distribution.html SOCR distributions]
<center>[[Image:Beta.jpg|600px]]</center>

AP Statistics Curriculum 2007 Gamma

2011-07-11T20:57:13Z

TracyTam: /* Example */

===Gamma Distribution===
'''Definition''': Gamma distribution is a distribution that arises naturally in processes for which the waiting times between events are relevant. It can be thought of as a waiting time between Poisson distributed events.

 '''Probability density function''': The waiting time until the hth Poisson event with a rate of change <math>\lambda</math> is

:<math>P(x)=\frac{\lambda(\lambda x)^{h-1}}{(h-1)!}{e^{-\lambda x}}</math>

For <math>X\sim Gamma(k,\theta)\!</math>, where <math>k=h</math> and <math>\theta=1/\lambda</math>, the gamma probability density function is given by

:<math>\frac{x^{k-1}e^{-x/\theta}}{\Gamma(k)\theta^k}</math>

where
*e is the natural number (e = 2.71828…)
*k is the number of occurrences of an event
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\theta=1/\lambda</math> is the mean number of events per time unit, where <math>\lambda</math> is the mean time between events. For example, if the mean time between phone calls is 2 hours, then you would use a gamma distribution with <math>\theta</math>=1/2=0.5. If we want to find the mean number of calls in 5 hours, it would be 5 <math>\times</math> 1/2=2.5.
*x is a random variable

 '''Cumulative density function''': The gamma cumulative distribution function is given by

:<math>\frac{\gamma(k,x/\theta)}{\Gamma(k)}</math>

where
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\textstyle\gamma(k,x/\theta)=\int_0^{x/\theta}t^{k-1}e^{-t}dt</math>

 '''Moment generating function''': The gamma moment-generating function is

:<math>M(t)=(1-\theta t)^{-k}\!</math>

 '''Expectation''': The expected value of a gamma distributed random variable x is

:<math>E(X)=k\theta\!</math>

 '''Variance''': The gamma variance is

:<math>Var(X)=k\theta^2\!</math>

===Applications===
The gamma distribution can be used a range of disciplines including queuing models, climatology, and financial services. Examples of events that may be modeled by gamma distribution include:
*The amount of rainfall accumulated in a reservoir
*The size of loan defaults or aggregate insurance claims
*The flow of items through manufacturing and distribution processes
*The load on web servers
*The many and varied forms of telecom exchange

The gamma distribution is also used to model errors in a multi-level Poisson regression model because the combination of a Poisson distribution and a gamma distribution is a negative binomial distribution.

===Example===
Suppose you are fishing and you expect to get a fish once every 1/2 hour. Compute the probability that you will have to wait between 2 to 4 hours before you catch 4 fish.

One fish every 1/2 hour means we would expect to get <math>\theta=1 / 0.5=2</math> fish every hour on average. Using <math>\theta=2</math> and <math>k=4</math>, we can compute this as follows:

:<math>P(2\le X\le 4)=\sum_{x=2}^4\frac{x^{4-1}e^{-x/2}}{\Gamma(4)2^4}=0.12388</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Gamma_Distribution.html SOCR distributions]
<center>[[Image:Gamma.jpg|600px]]</center>

AP Statistics Curriculum 2007 Gamma

2011-07-11T20:55:51Z

TracyTam: /* Example */

===Gamma Distribution===
'''Definition''': Gamma distribution is a distribution that arises naturally in processes for which the waiting times between events are relevant. It can be thought of as a waiting time between Poisson distributed events.

 '''Probability density function''': The waiting time until the hth Poisson event with a rate of change <math>\lambda</math> is

:<math>P(x)=\frac{\lambda(\lambda x)^{h-1}}{(h-1)!}{e^{-\lambda x}}</math>

For <math>X\sim Gamma(k,\theta)\!</math>, where <math>k=h</math> and <math>\theta=1/\lambda</math>, the gamma probability density function is given by

:<math>\frac{x^{k-1}e^{-x/\theta}}{\Gamma(k)\theta^k}</math>

where
*e is the natural number (e = 2.71828…)
*k is the number of occurrences of an event
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\theta=1/\lambda</math> is the mean number of events per time unit, where <math>\lambda</math> is the mean time between events. For example, if the mean time between phone calls is 2 hours, then you would use a gamma distribution with <math>\theta</math>=1/2=0.5. If we want to find the mean number of calls in 5 hours, it would be 5 <math>\times</math> 1/2=2.5.
*x is a random variable

 '''Cumulative density function''': The gamma cumulative distribution function is given by

:<math>\frac{\gamma(k,x/\theta)}{\Gamma(k)}</math>

where
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\textstyle\gamma(k,x/\theta)=\int_0^{x/\theta}t^{k-1}e^{-t}dt</math>

 '''Moment generating function''': The gamma moment-generating function is

:<math>M(t)=(1-\theta t)^{-k}\!</math>

 '''Expectation''': The expected value of a gamma distributed random variable x is

:<math>E(X)=k\theta\!</math>

 '''Variance''': The gamma variance is

:<math>Var(X)=k\theta^2\!</math>

===Applications===
The gamma distribution can be used a range of disciplines including queuing models, climatology, and financial services. Examples of events that may be modeled by gamma distribution include:
*The amount of rainfall accumulated in a reservoir
*The size of loan defaults or aggregate insurance claims
*The flow of items through manufacturing and distribution processes
*The load on web servers
*The many and varied forms of telecom exchange

The gamma distribution is also used to model errors in a multi-level Poisson regression model because the combination of a Poisson distribution and a gamma distribution is a negative binomial distribution.

===Example===
Suppose you are fishing and you expect to get a fish once every 1/2 hour. Compute the probability that you will have to wait between 2 to 4 hours before you catch 4 fish.

One fish every 1/2 hour means we would expect to get <math>\theta=1/0.5=2</math> fish every hour on average. Using <math>\theta=2</math> and <math>k=4</math>, we can compute this as follows:

:<math>P(2\le X\le 4)=\sum_{x=2}^4\frac{x^{4-1}e^{-x/2}}{\Gamma(4)2^4}=0.12388</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Gamma_Distribution.html SOCR distributions]
<center>[[Image:Gamma.jpg|600px]]</center>

AP Statistics Curriculum 2007 Exponential

2011-07-11T20:55:12Z

TracyTam: /* Example */

===Exponential Distribution===
'''Definition''': Exponential distribution is a special case of the gamma distribution. Whereas the gamma distribution is the waiting time for more than one event, the exponential distribution describes the time between a single Poisson event.

 '''Probability density function''': For <math>X\sim Exponential(\lambda)\!</math>, the exponential probability density function is given by

:<math>\lambda e^{-\lambda x}\!</math>

where
*e is the natural number (e = 2.71828…)
*<math>\lambda</math> is the mean time between events
*x is a random variable

 '''Cumulative density function''': The exponential cumulative distribution function is given by

:<math>1-e^{-\lambda x}\!</math>

where
*e is the natural number (e = 2.71828…)
*<math>\lambda</math> is the mean time between events
*x is a random variable

 '''Moment generating function''': The exponential moment-generating function is

:<math>M(t)=(1-\frac{t}{\lambda})^{-1}</math>

 '''Expectation''': The expected value of a exponential distributed random variable x is

:<math>E(X)=\frac{1}{\lambda}</math>

 '''Variance''': The exponential variance is

:<math>Var(X)=\frac{1}{\lambda^2}</math>

===Applications===
The exponential distribution occurs naturally when describing the waiting time in a homogeneous Poisson process. It can be used in a range of disciplines including queuing theory, physics, reliability theory, and hydrology. Examples of events that may be modeled by exponential distribution include:
*The time until a radioactive particle decays
*The time between clicks of a Geiger counter
*The time until default on payment to company debt holders
*The distance between roadkills on a given road
*The distance between mutations on a DNA strand
*The time it takes for a bank teller to serve a customer
*The height of various molecules in a gas at a fixed temperature and pressure in a uniform gravitational field
*The monthly and annual maximum values of daily rainfall and river discharge volumes

===Example===
Suppose you usually get 2 phone calls per hour. Compute the probability that a phone call will arrive within the next hour.

2 phone calls per hour means that we would expect one phone call every 1/2 hour so <math>\lambda=0.5</math>. We can then compute this as follows:

:<math>P(0\le X\le 1)=\sum_{x=0}^1 0.5e^{-0.5x}=0.393469</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Exponential_Distribution.html SOCR distributions]
<center>[[Image:Exponential.jpg|600px]]</center>

AP Statistics Curriculum 2007 Pareto

2011-07-11T20:54:47Z

TracyTam: /* Example */

===Pareto Distribution===
'''Definition''': Pareto distribution is a skewed, heavy-tailed distribution that is sometimes used to model that distribution of incomes. The basis of the distribution is that a high proportion of a population has low income while only a few people have very high incomes.

 '''Probability density function''': For <math>X\sim Pareto(x_m,\alpha)\!</math>, the Pareto probability density function is given by

:<math>\frac{\alpha x_m^\alpha}{x^{\alpha+1}}</math>

where
*<math>x_m</math> is the minimum possible value of X
*<math>\alpha</math> is a positive parameter which determines the concentration of data towards the mode
*x is a random variable (<math>x>x_m</math>)

 '''Cumulative density function''': The Pareto cumulative distribution function is given by

:<math>1-(\frac{x_m}{x})^\alpha</math>

where
*<math>x_m</math> is the minimum possible value of X
*<math>\alpha</math> is a positive parameter which determines the concentration of data towards the mode
*x is a random variable (<math>x>x_m</math>)

 '''Moment generating function''': The Pareto moment-generating function is

:<math>M(t)=\alpha(-x_m t)^\alpha\Gamma(-\alpha,-x_m t)\!</math>

where
*<math>\textstyle\Gamma(-\alpha,-x_m t)=\int_{-x_m t}^\infty t^{-\alpha-1}e^{-t}dt</math>

 '''Expectation''': The expected value of Pareto distributed random variable x is

:<math>E(X)=\frac{\alpha x_m}{\alpha-1}</math> for <math>\alpha>1\!</math>

 '''Variance''': The Pareto variance is

:<math>Var(X)=\frac{x_m^2 \alpha}{(\alpha-1)^2(\alpha-2)}</math> for <math>\alpha>2\!</math>

===Applications===
The Pareto distribution is sometimes expressed more simply as the “80-20 rule”, which describes a range of situations. In customer support, it means that 80% of problems come from 20% of customers. In economics, it means 80% of the wealth is controlled by 20% of the population. Examples of events that may be modeled by Pareto distribution include:
*The sizes of human settlements (few cities, many villages)
*The file size distribution of Internet traffic which uses the TCP protocol (few larger files, many smaller files)
*Hard disk drive error rates
*The values of oil reserves in oil fields (few large fields, many small fields)
*The length distribution in jobs assigned supercomputers (few large ones, many small ones)
*The standardized price returns on individual stocks
*The sizes of sand particles
*The sizes of meteorites
*The number of species per genus
*The areas burned in forest fires
*The severity of large casualty losses for certain businesses, such as general liability, commercial auto, and workers compensation

===Example===
Suppose that the income of a certain population has a Pareto distribution with <math>\alpha=3</math> and <math>x_m=1000</math>. Compute the proportion of the population with incomes between 2000 and 4000.

We can compute this as follows:

:<math>P(2000\le X\le 4000)=\sum_{x=2000}^{4000}\frac{3\times 1000^3}{x^{3+1}}=0.109375</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Pareto_Distribution.html SOCR distributions]
<center>[[Image:Pareto.jpg|600px]]</center>

AP Statistics Curriculum 2007 Pareto

2011-07-11T20:54:17Z

TracyTam: /* Pareto Distribution */

===Pareto Distribution===
'''Definition''': Pareto distribution is a skewed, heavy-tailed distribution that is sometimes used to model that distribution of incomes. The basis of the distribution is that a high proportion of a population has low income while only a few people have very high incomes.

 '''Probability density function''': For <math>X\sim Pareto(x_m,\alpha)\!</math>, the Pareto probability density function is given by

:<math>\frac{\alpha x_m^\alpha}{x^{\alpha+1}}</math>

where
*<math>x_m</math> is the minimum possible value of X
*<math>\alpha</math> is a positive parameter which determines the concentration of data towards the mode
*x is a random variable (<math>x>x_m</math>)

 '''Cumulative density function''': The Pareto cumulative distribution function is given by

:<math>1-(\frac{x_m}{x})^\alpha</math>

where
*<math>x_m</math> is the minimum possible value of X
*<math>\alpha</math> is a positive parameter which determines the concentration of data towards the mode
*x is a random variable (<math>x>x_m</math>)

 '''Moment generating function''': The Pareto moment-generating function is

:<math>M(t)=\alpha(-x_m t)^\alpha\Gamma(-\alpha,-x_m t)\!</math>

where
*<math>\textstyle\Gamma(-\alpha,-x_m t)=\int_{-x_m t}^\infty t^{-\alpha-1}e^{-t}dt</math>

 '''Expectation''': The expected value of Pareto distributed random variable x is

:<math>E(X)=\frac{\alpha x_m}{\alpha-1}</math> for <math>\alpha>1\!</math>

 '''Variance''': The Pareto variance is

:<math>Var(X)=\frac{x_m^2 \alpha}{(\alpha-1)^2(\alpha-2)}</math> for <math>\alpha>2\!</math>

===Applications===
The Pareto distribution is sometimes expressed more simply as the “80-20 rule”, which describes a range of situations. In customer support, it means that 80% of problems come from 20% of customers. In economics, it means 80% of the wealth is controlled by 20% of the population. Examples of events that may be modeled by Pareto distribution include:
*The sizes of human settlements (few cities, many villages)
*The file size distribution of Internet traffic which uses the TCP protocol (few larger files, many smaller files)
*Hard disk drive error rates
*The values of oil reserves in oil fields (few large fields, many small fields)
*The length distribution in jobs assigned supercomputers (few large ones, many small ones)
*The standardized price returns on individual stocks
*The sizes of sand particles
*The sizes of meteorites
*The number of species per genus
*The areas burned in forest fires
*The severity of large casualty losses for certain businesses, such as general liability, commercial auto, and workers compensation

===Example===
Suppose that the income of a certain population has a Pareto distribution with <math>\alpha=3</math> and <math>x_m=1000</math>. Compute the proportion of the population with incomes between 2000 and 4000.

We can compute this as follows:

:<math>P(2000\le X\le 4000)=\sum_{x=2000}^{4000}\frac{3\times 1000^3}{x^{3+1}}=0.109375</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Pareto_Distribution.html SOCR distributions]
<center>[[Image:Pareto.jpg|600px]]</center>

AP Statistics Curriculum 2007 Exponential

2011-07-11T20:51:52Z

TracyTam: /* Exponential Distribution */

===Exponential Distribution===
'''Definition''': Exponential distribution is a special case of the gamma distribution. Whereas the gamma distribution is the waiting time for more than one event, the exponential distribution describes the time between a single Poisson event.

 '''Probability density function''': For <math>X\sim Exponential(\lambda)\!</math>, the exponential probability density function is given by

:<math>\lambda e^{-\lambda x}\!</math>

where
*e is the natural number (e = 2.71828…)
*<math>\lambda</math> is the mean time between events
*x is a random variable

 '''Cumulative density function''': The exponential cumulative distribution function is given by

:<math>1-e^{-\lambda x}\!</math>

where
*e is the natural number (e = 2.71828…)
*<math>\lambda</math> is the mean time between events
*x is a random variable

 '''Moment generating function''': The exponential moment-generating function is

:<math>M(t)=(1-\frac{t}{\lambda})^{-1}</math>

 '''Expectation''': The expected value of a exponential distributed random variable x is

:<math>E(X)=\frac{1}{\lambda}</math>

 '''Variance''': The exponential variance is

:<math>Var(X)=\frac{1}{\lambda^2}</math>

===Applications===
The exponential distribution occurs naturally when describing the waiting time in a homogeneous Poisson process. It can be used in a range of disciplines including queuing theory, physics, reliability theory, and hydrology. Examples of events that may be modeled by exponential distribution include:
*The time until a radioactive particle decays
*The time between clicks of a Geiger counter
*The time until default on payment to company debt holders
*The distance between roadkills on a given road
*The distance between mutations on a DNA strand
*The time it takes for a bank teller to serve a customer
*The height of various molecules in a gas at a fixed temperature and pressure in a uniform gravitational field
*The monthly and annual maximum values of daily rainfall and river discharge volumes

===Example===
Suppose you usually get 2 phone calls per hour. Compute the probability that a phone call will arrive within the next hour.

2 phone calls per hour means that we would expect one phone call every 1/2 hour so <math>\lambda=0.5</math>. We can then compute this as follows:

:<math>P(0\le X\le 1)=\sum_{x=0}^1 0.5e^{-0.5x}=0.393469</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Exponential_Distribution.html SOCR distributions]
<center>[[Image:Exponential.jpg|600px]]</center>

AP Statistics Curriculum 2007 Exponential

2011-07-11T20:51:09Z

TracyTam: /* Exponential Distribution */

===Exponential Distribution===
'''Definition''': Exponential distribution is a special case of the gamma distribution. Whereas the gamma distribution is the waiting time for more than one event, the exponential distribution describes the time between a single Poisson event.

 '''Probability density function''': For <math>X/sim Exponential(\lambda)/!</math>, the exponential probability density function is given by

:<math>\lambda e^{-\lambda x}\!</math>

where
*e is the natural number (e = 2.71828…)
*<math>\lambda</math> is the mean time between events
*x is a random variable

 '''Cumulative density function''': The exponential cumulative distribution function is given by

:<math>1-e^{-\lambda x}\!</math>

where
*e is the natural number (e = 2.71828…)
*<math>\lambda</math> is the mean time between events
*x is a random variable

 '''Moment generating function''': The exponential moment-generating function is

:<math>M(t)=(1-\frac{t}{\lambda})^{-1}</math>

 '''Expectation''': The expected value of a exponential distributed random variable x is

:<math>E(X)=\frac{1}{\lambda}</math>

 '''Variance''': The exponential variance is

:<math>Var(X)=\frac{1}{\lambda^2}</math>

===Applications===
The exponential distribution occurs naturally when describing the waiting time in a homogeneous Poisson process. It can be used in a range of disciplines including queuing theory, physics, reliability theory, and hydrology. Examples of events that may be modeled by exponential distribution include:
*The time until a radioactive particle decays
*The time between clicks of a Geiger counter
*The time until default on payment to company debt holders
*The distance between roadkills on a given road
*The distance between mutations on a DNA strand
*The time it takes for a bank teller to serve a customer
*The height of various molecules in a gas at a fixed temperature and pressure in a uniform gravitational field
*The monthly and annual maximum values of daily rainfall and river discharge volumes

===Example===
Suppose you usually get 2 phone calls per hour. Compute the probability that a phone call will arrive within the next hour.

2 phone calls per hour means that we would expect one phone call every 1/2 hour so <math>\lambda=0.5</math>. We can then compute this as follows:

:<math>P(0\le X\le 1)=\sum_{x=0}^1 0.5e^{-0.5x}=0.393469</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Exponential_Distribution.html SOCR distributions]
<center>[[Image:Exponential.jpg|600px]]</center>

AP Statistics Curriculum 2007 Exponential

2011-07-11T20:50:24Z

TracyTam: /* Exponential Distribution */

===Exponential Distribution===
'''Definition''': Exponential distribution is a special case of the gamma distribution. Whereas the gamma distribution is the waiting time for more than one event, the exponential distribution describes the time between a single Poisson event.

 '''Probability density function''': For X~Exponential(<math>\lambda</math>), the exponential probability density function is given by

:<math>\lambda e^{-\lambda x}\!</math>

where
*e is the natural number (e = 2.71828…)
*<math>\lambda</math> is the mean time between events
*x is a random variable

 '''Cumulative density function''': The exponential cumulative distribution function is given by

:<math>1-e^{-\lambda x}\!</math>

where
*e is the natural number (e = 2.71828…)
*<math>\lambda</math> is the mean time between events
*x is a random variable

 '''Moment generating function''': The exponential moment-generating function is

:<math>M(t)=(1-\frac{t}{\lambda})^{-1}</math>

 '''Expectation''': The expected value of a exponential distributed random variable x is

:<math>E(X)=\frac{1}{\lambda}</math>

 '''Variance''': The exponential variance is

:<math>Var(X)=\frac{1}{\lambda^2}</math>

===Applications===
The exponential distribution occurs naturally when describing the waiting time in a homogeneous Poisson process. It can be used in a range of disciplines including queuing theory, physics, reliability theory, and hydrology. Examples of events that may be modeled by exponential distribution include:
*The time until a radioactive particle decays
*The time between clicks of a Geiger counter
*The time until default on payment to company debt holders
*The distance between roadkills on a given road
*The distance between mutations on a DNA strand
*The time it takes for a bank teller to serve a customer
*The height of various molecules in a gas at a fixed temperature and pressure in a uniform gravitational field
*The monthly and annual maximum values of daily rainfall and river discharge volumes

===Example===
Suppose you usually get 2 phone calls per hour. Compute the probability that a phone call will arrive within the next hour.

2 phone calls per hour means that we would expect one phone call every 1/2 hour so <math>\lambda=0.5</math>. We can then compute this as follows:

:<math>P(0\le X\le 1)=\sum_{x=0}^1 0.5e^{-0.5x}=0.393469</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Exponential_Distribution.html SOCR distributions]
<center>[[Image:Exponential.jpg|600px]]</center>

AP Statistics Curriculum 2007 Gamma

2011-07-11T20:49:20Z

TracyTam: /* Gamma Distribution */

===Gamma Distribution===
'''Definition''': Gamma distribution is a distribution that arises naturally in processes for which the waiting times between events are relevant. It can be thought of as a waiting time between Poisson distributed events.

 '''Probability density function''': The waiting time until the hth Poisson event with a rate of change <math>\lambda</math> is

:<math>P(x)=\frac{\lambda(\lambda x)^{h-1}}{(h-1)!}{e^{-\lambda x}}</math>

For <math>X\sim Gamma(k,\theta)\!</math>, where <math>k=h</math> and <math>\theta=1/\lambda</math>, the gamma probability density function is given by

:<math>\frac{x^{k-1}e^{-x/\theta}}{\Gamma(k)\theta^k}</math>

where
*e is the natural number (e = 2.71828…)
*k is the number of occurrences of an event
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\theta=1/\lambda</math> is the mean number of events per time unit, where <math>\lambda</math> is the mean time between events. For example, if the mean time between phone calls is 2 hours, then you would use a gamma distribution with <math>\theta</math>=1/2=0.5. If we want to find the mean number of calls in 5 hours, it would be 5 <math>\times</math> 1/2=2.5.
*x is a random variable

 '''Cumulative density function''': The gamma cumulative distribution function is given by

:<math>\frac{\gamma(k,x/\theta)}{\Gamma(k)}</math>

where
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\textstyle\gamma(k,x/\theta)=\int_0^{x/\theta}t^{k-1}e^{-t}dt</math>

 '''Moment generating function''': The gamma moment-generating function is

:<math>M(t)=(1-\theta t)^{-k}\!</math>

 '''Expectation''': The expected value of a gamma distributed random variable x is

:<math>E(X)=k\theta\!</math>

 '''Variance''': The gamma variance is

:<math>Var(X)=k\theta^2\!</math>

===Applications===
The gamma distribution can be used a range of disciplines including queuing models, climatology, and financial services. Examples of events that may be modeled by gamma distribution include:
*The amount of rainfall accumulated in a reservoir
*The size of loan defaults or aggregate insurance claims
*The flow of items through manufacturing and distribution processes
*The load on web servers
*The many and varied forms of telecom exchange

The gamma distribution is also used to model errors in a multi-level Poisson regression model because the combination of a Poisson distribution and a gamma distribution is a negative binomial distribution.

===Example===
Suppose you are fishing and you expect to get a fish once every 1/2 hour. Compute the probability that you will have to wait between 2 to 4 hours before you catch 4 fish.

One fish every 1/2 hour means we would expect to get <math>\theta=1/0.5=2</math> fish every hour on average. Using <math>\theta=2</math> and <math>k=4</math>, we can compute this as follows:

:<math>P(2\le X\le 4)=\sum_{x=2}^4\frac{x^{4-1}e^{-x/2}}{\Gamma(4)2^4}=0.12388</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Gamma_Distribution.html SOCR distributions]
<center>[[Image:Gamma.jpg|600px]]</center>

AP Statistics Curriculum 2007 Gamma

2011-07-11T20:46:59Z

TracyTam: /* Gamma Distribution */

===Gamma Distribution===
'''Definition''': Gamma distribution is a distribution that arises naturally in processes for which the waiting times between events are relevant. It can be thought of as a waiting time between Poisson distributed events.

 '''Probability density function''': The waiting time until the hth Poisson event with a rate of change <math>\lambda</math> is

:<math>P(x)=\frac{\lambda(\lambda x)^{h-1}}{(h-1)!}{e^{-\lambda x}}</math>

For <math>X\sim Gamma(k,\theta)\!</math>, where <math>k=h</math> and <math>\theta=1/\lambda</math>, the gamma probability density function is given by

:<math>\frac{x^{k-1}e^{-x/\theta}}{\Gamma(k)\theta^k}</math>

where
*e is the natural number (e = 2.71828…)
*k is the number of occurrences of an event
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\theta=1/\lambda</math> is the mean number of events per time unit, where <math>\lambda</math> is the mean time between events. For example, if the mean time between phone calls is 2 hours, then you would use a gamma distribution with <math>\theta</math>=1/2=0.5. If we want to find the mean number of calls in 5 hours, it would be 5 <math>\times</math> 1/2=2.5.
*x is a random variable

 '''Cumulative density function''': The gamma cumulative distribution function is given by

:<math>\frac{\gamma(k,x/\theta)}{\Gamma(k)}</math>

where
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\gamma(k,x/\theta)=\int_0^{x/\theta}t^{k-1}e^{-t}dt</math>

 '''Moment generating function''': The gamma moment-generating function is

:<math>M(t)=(1-\theta t)^{-k}\!</math>

 '''Expectation''': The expected value of a gamma distributed random variable x is

:<math>E(X)=k\theta\!</math>

 '''Variance''': The gamma variance is

:<math>Var(X)=k\theta^2\!</math>

===Applications===
The gamma distribution can be used a range of disciplines including queuing models, climatology, and financial services. Examples of events that may be modeled by gamma distribution include:
*The amount of rainfall accumulated in a reservoir
*The size of loan defaults or aggregate insurance claims
*The flow of items through manufacturing and distribution processes
*The load on web servers
*The many and varied forms of telecom exchange

The gamma distribution is also used to model errors in a multi-level Poisson regression model because the combination of a Poisson distribution and a gamma distribution is a negative binomial distribution.

===Example===
Suppose you are fishing and you expect to get a fish once every 1/2 hour. Compute the probability that you will have to wait between 2 to 4 hours before you catch 4 fish.

One fish every 1/2 hour means we would expect to get <math>\theta=1/0.5=2</math> fish every hour on average. Using <math>\theta=2</math> and <math>k=4</math>, we can compute this as follows:

:<math>P(2\le X\le 4)=\sum_{x=2}^4\frac{x^{4-1}e^{-x/2}}{\Gamma(4)2^4}=0.12388</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Gamma_Distribution.html SOCR distributions]
<center>[[Image:Gamma.jpg|600px]]</center>

AP Statistics Curriculum 2007 Gamma

2011-07-11T20:46:32Z

TracyTam: /* Gamma Distribution */

===Gamma Distribution===
'''Definition''': Gamma distribution is a distribution that arises naturally in processes for which the waiting times between events are relevant. It can be thought of as a waiting time between Poisson distributed events.

 '''Probability density function''': The waiting time until the hth Poisson event with a rate of change <math>\lambda</math> is

:<math>P(x)=\frac{\lambda(\lambda x)^{h-1}}{(h-1)!}{e^{-\lambda x}}</math>

For <math>X\sim Gamma(k,\theta)</math>, where <math>k=h</math> and <math>\theta=1/\lambda</math>, the gamma probability density function is given by

:<math>\frac{x^{k-1}e^{-x/\theta}}{\Gamma(k)\theta^k}</math>

where
*e is the natural number (e = 2.71828…)
*k is the number of occurrences of an event
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\theta=1/\lambda</math> is the mean number of events per time unit, where <math>\lambda</math> is the mean time between events. For example, if the mean time between phone calls is 2 hours, then you would use a gamma distribution with <math>\theta</math>=1/2=0.5. If we want to find the mean number of calls in 5 hours, it would be 5 <math>\times</math> 1/2=2.5.
*x is a random variable

 '''Cumulative density function''': The gamma cumulative distribution function is given by

:<math>\frac{\gamma(k,x/\theta)}{\Gamma(k)}</math>

where
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\gamma(k,x/\theta)=\int_0^{x/\theta}t^{k-1}e^{-t}dt</math>

 '''Moment generating function''': The gamma moment-generating function is

:<math>M(t)=(1-\theta t)^{-k}\!</math>

 '''Expectation''': The expected value of a gamma distributed random variable x is

:<math>E(X)=k\theta\!</math>

 '''Variance''': The gamma variance is

:<math>Var(X)=k\theta^2\!</math>

===Applications===
The gamma distribution can be used a range of disciplines including queuing models, climatology, and financial services. Examples of events that may be modeled by gamma distribution include:
*The amount of rainfall accumulated in a reservoir
*The size of loan defaults or aggregate insurance claims
*The flow of items through manufacturing and distribution processes
*The load on web servers
*The many and varied forms of telecom exchange

The gamma distribution is also used to model errors in a multi-level Poisson regression model because the combination of a Poisson distribution and a gamma distribution is a negative binomial distribution.

===Example===
Suppose you are fishing and you expect to get a fish once every 1/2 hour. Compute the probability that you will have to wait between 2 to 4 hours before you catch 4 fish.

One fish every 1/2 hour means we would expect to get <math>\theta=1/0.5=2</math> fish every hour on average. Using <math>\theta=2</math> and <math>k=4</math>, we can compute this as follows:

:<math>P(2\le X\le 4)=\sum_{x=2}^4\frac{x^{4-1}e^{-x/2}}{\Gamma(4)2^4}=0.12388</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Gamma_Distribution.html SOCR distributions]
<center>[[Image:Gamma.jpg|600px]]</center>

AP Statistics Curriculum 2007 Gamma

2011-07-11T20:39:02Z

TracyTam: /* Gamma Distribution */

===Gamma Distribution===
'''Definition''': Gamma distribution is a distribution that arises naturally in processes for which the waiting times between events are relevant. It can be thought of as a waiting time between Poisson distributed events.

 '''Probability density function''': The waiting time until the hth Poisson event with a rate of change <math>\lambda</math> is

:<math>P(x)=\frac{\lambda(\lambda x)^{h-1}}{(h-1)!}{e^{-\lambda x}}</math>

For X~Gamma(k,<math>\theta</math>), where <math>k=h</math> and <math>\theta=1/\lambda</math>, the gamma probability density function is given by

:<math>\frac{x^{k-1}e^{-x/\theta}}{\Gamma(k)\theta^k}</math>

where
*e is the natural number (e = 2.71828…)
*k is the number of occurrences of an event
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\theta=1/\lambda</math> is the mean number of events per time unit, where <math>\lambda</math> is the mean time between events. For example, if the mean time between phone calls is 2 hours, then you would use a gamma distribution with <math>\theta</math>=1/2=0.5. If we want to find the mean number of calls in 5 hours, it would be 5 <math>\times</math> 1/2=2.5.
*x is a random variable

 '''Cumulative density function''': The gamma cumulative distribution function is given by

:<math>\frac{\gamma(k,x/\theta)}{\Gamma(k)}</math>

where
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\gamma(k,x/\theta)=\int_0^{x/\theta}t^{k-1}e^{-t}dt</math>

 '''Moment generating function''': The gamma moment-generating function is

:<math>M(t)=(1-\theta t)^{-k}\!</math>

 '''Expectation''': The expected value of a gamma distributed random variable x is

:<math>E(X)=k\theta\!</math>

 '''Variance''': The gamma variance is

:<math>Var(X)=k\theta^2\!</math>

===Applications===
The gamma distribution can be used a range of disciplines including queuing models, climatology, and financial services. Examples of events that may be modeled by gamma distribution include:
*The amount of rainfall accumulated in a reservoir
*The size of loan defaults or aggregate insurance claims
*The flow of items through manufacturing and distribution processes
*The load on web servers
*The many and varied forms of telecom exchange

The gamma distribution is also used to model errors in a multi-level Poisson regression model because the combination of a Poisson distribution and a gamma distribution is a negative binomial distribution.

===Example===
Suppose you are fishing and you expect to get a fish once every 1/2 hour. Compute the probability that you will have to wait between 2 to 4 hours before you catch 4 fish.

One fish every 1/2 hour means we would expect to get <math>\theta=1/0.5=2</math> fish every hour on average. Using <math>\theta=2</math> and <math>k=4</math>, we can compute this as follows:

:<math>P(2\le X\le 4)=\sum_{x=2}^4\frac{x^{4-1}e^{-x/2}}{\Gamma(4)2^4}=0.12388</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Gamma_Distribution.html SOCR distributions]
<center>[[Image:Gamma.jpg|600px]]</center>

AP Statistics Curriculum 2007 Gamma

2011-07-11T20:35:39Z

TracyTam: /* Gamma Distribution */

===Gamma Distribution===
'''Definition''': Gamma distribution is a distribution that arises naturally in processes for which the waiting times between events are relevant. It can be thought of as a waiting time between Poisson distributed events.

 '''Probability density function''': The waiting time until the hth Poisson event with a rate of change <math>\lambda</math> is

:<math>P(x)=\frac{\lambda(\lambda x)^{h-1}}{(h-1)!}{e^{-\lambda x}}</math>

For X~Gamma(k,<math>\theta</math>), where <math>k=h</math> and <math>\theta=1/\lambda</math>, the gamma probability density function is given by

:<math>\frac{x^{k-1}e^{-x/\theta}}{\Gamma(k)\theta^k}</math>

where
*e is the natural number (e = 2.71828…)
*k is the number of occurrences of an event
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\theta=1/\lambda</math> is the mean number of events per time unit, where <math>\lambda</math> is the mean time between events. For example, if the mean time between phone calls is 2 hours, then you would use a gamma distribution with <math>\theta</math>=1/2=0.5. If we want to find the mean number of calls in 5 hours, it would be 5 <math>\times</math> 1/2=2.5.
*x is a random variable

 '''Cumulative density function''': The gamma cumulative distribution function is given by

:<math>\frac{\gamma(k,x/\theta)}{\Gamma(k)}</math>

where
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\gamma(k,x/\theta)=\int_0^{x/\theta}t^{k-1}e^{-t}dt</math>

 '''Moment generating function''': The gamma moment-generating function is

:<math>M(t)=(1-\theta t)^{-k}\!</math>

 '''Expectation''': The expected value of a gamma distributed random variable x is

:<math>E(X)=k\theta\!</math>

 '''Variance''': The gamma variance is

:<math>Var(X)=k\theta^2\!</math>

===Applications===
The gamma distribution can be used a range of disciplines including queuing models, climatology, and financial services. Examples of events that may be modeled by gamma distribution include:
*The amount of rainfall accumulated in a reservoir
*The size of loan defaults or aggregate insurance claims
*The flow of items through manufacturing and distribution processes
*The load on web servers
*The many and varied forms of telecom exchange

The gamma distribution is also used to model errors in a multi-level Poisson regression model because the combination of a Poisson distribution and a gamma distribution is a negative binomial distribution.

===Example===
Suppose you are fishing and you expect to get a fish once every 1/2 hour. Compute the probability that you will have to wait between 2 to 4 hours before you catch 4 fish.

One fish every 1/2 hour means we would expect to get <math>\theta=1/0.5=2</math> fish every hour on average. Using <math>\theta=2</math> and <math>k=4</math>, we can compute this as follows:

:<math>P(2\le X\le 4)=\sum_{x=2}^4\frac{x^{4-1}e^{-x/2}}{\Gamma(4)2^4}=0.12388</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Gamma_Distribution.html SOCR distributions]
<center>[[Image:Gamma.jpg|600px]]</center>

AP Statistics Curriculum 2007 Gamma

2011-07-11T20:35:09Z

TracyTam: /* Gamma Distribution */

===Gamma Distribution===
'''Definition''': Gamma distribution is a distribution that arises naturally in processes for which the waiting times between events are relevant. It can be thought of as a waiting time between Poisson distributed events.

 '''Probability density function''': The waiting time until the hth Poisson event with a rate of change <math>\lambda</math> is

:<math>P(x)=\frac{\lambda(\lambda x)^{h-1}}{(h-1)!}{e^{-\lambda x}}</math>

For X~Gamma(k,<math>\theta</math>), where <math>k=h</math> and <math>\theta=1/\lambda</math>, the gamma probability density function is given by

:<math>\frac{x^{k-1}e^{-x/\theta}}{\Gamma(k)\theta^k}</math>

where
*e is the natural number (e = 2.71828…)
*k is the number of occurrences of an event
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\theta=1/\lambda</math> is the mean number of events per time unit, where <math>\lambda</math> is the mean time between events. For example, if the mean time between phone calls is 2 hours, then you would use a gamma distribution with <math>\theta</math>=1/2=0.5. If we want to find the mean number of calls in 5 hours, it would be 5<math>\times</math>1/2=2.5.
*x is a random variable

 '''Cumulative density function''': The gamma cumulative distribution function is given by

:<math>\frac{\gamma(k,x/\theta)}{\Gamma(k)}</math>

where
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\gamma(k,x/\theta)=\int_0^{x/\theta}t^{k-1}e^{-t}dt</math>

 '''Moment generating function''': The gamma moment-generating function is

:<math>M(t)=(1-\theta t)^{-k}\!</math>

 '''Expectation''': The expected value of a gamma distributed random variable x is

:<math>E(X)=k\theta\!</math>

 '''Variance''': The gamma variance is

:<math>Var(X)=k\theta^2\!</math>

===Applications===
The gamma distribution can be used a range of disciplines including queuing models, climatology, and financial services. Examples of events that may be modeled by gamma distribution include:
*The amount of rainfall accumulated in a reservoir
*The size of loan defaults or aggregate insurance claims
*The flow of items through manufacturing and distribution processes
*The load on web servers
*The many and varied forms of telecom exchange

The gamma distribution is also used to model errors in a multi-level Poisson regression model because the combination of a Poisson distribution and a gamma distribution is a negative binomial distribution.

===Example===
Suppose you are fishing and you expect to get a fish once every 1/2 hour. Compute the probability that you will have to wait between 2 to 4 hours before you catch 4 fish.

One fish every 1/2 hour means we would expect to get <math>\theta=1/0.5=2</math> fish every hour on average. Using <math>\theta=2</math> and <math>k=4</math>, we can compute this as follows:

:<math>P(2\le X\le 4)=\sum_{x=2}^4\frac{x^{4-1}e^{-x/2}}{\Gamma(4)2^4}=0.12388</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Gamma_Distribution.html SOCR distributions]
<center>[[Image:Gamma.jpg|600px]]</center>

AP Statistics Curriculum 2007 Gamma

2011-07-11T20:33:52Z

TracyTam: /* Gamma Distribution */

===Gamma Distribution===
'''Definition''': Gamma distribution is a distribution that arises naturally in processes for which the waiting times between events are relevant. It can be thought of as a waiting time between Poisson distributed events.

 '''Probability density function''': The waiting time until the hth Poisson event with a rate of change <math>\lambda</math> is

:<math>P(x)=\frac{\lambda(\lambda x)^{h-1}}{(h-1)!}{e^{-\lambda x}}</math>

For X~Gamma(k,<math>\theta</math>), where <math>k=h</math> and <math>\theta=1/\lambda</math>, the gamma probability density function is given by

:<math>\frac{x^{k-1}e^{-x/\theta}}{\Gamma(k)\theta^k}</math>

where
*e is the natural number (e = 2.71828…)
*k is the number of occurrences of an event
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\theta=1/\lambda</math> is the mean number of events per time unit, where <math>\lambda</math> is the mean time between events. For example, if the mean time between phone calls is 2 hours, then you would use a gamma distribution with <math>\theta</math>=1/2=0.5. If we want to find the mean number of calls in 5 hours, it would be <math>5\times 1/2=2.5</math>.
*x is a random variable

 '''Cumulative density function''': The gamma cumulative distribution function is given by

:<math>\frac{\gamma(k,x/\theta)}{\Gamma(k)}</math>

where
*if k is a positive integer, then <math>\Gamma(k)=(k-1)!</math> is the gamma function
*<math>\gamma(k,x/\theta)=\int_0^{x/\theta}t^{k-1}e^{-t}dt</math>

 '''Moment generating function''': The gamma moment-generating function is

:<math>M(t)=(1-\theta t)^{-k}\!</math>

 '''Expectation''': The expected value of a gamma distributed random variable x is

:<math>E(X)=k\theta\!</math>

 '''Variance''': The gamma variance is

:<math>Var(X)=k\theta^2\!</math>

===Applications===
The gamma distribution can be used a range of disciplines including queuing models, climatology, and financial services. Examples of events that may be modeled by gamma distribution include:
*The amount of rainfall accumulated in a reservoir
*The size of loan defaults or aggregate insurance claims
*The flow of items through manufacturing and distribution processes
*The load on web servers
*The many and varied forms of telecom exchange

The gamma distribution is also used to model errors in a multi-level Poisson regression model because the combination of a Poisson distribution and a gamma distribution is a negative binomial distribution.

===Example===
Suppose you are fishing and you expect to get a fish once every 1/2 hour. Compute the probability that you will have to wait between 2 to 4 hours before you catch 4 fish.

One fish every 1/2 hour means we would expect to get <math>\theta=1/0.5=2</math> fish every hour on average. Using <math>\theta=2</math> and <math>k=4</math>, we can compute this as follows:

:<math>P(2\le X\le 4)=\sum_{x=2}^4\frac{x^{4-1}e^{-x/2}}{\Gamma(4)2^4}=0.12388</math>

The figure below shows this result using [http://socr.ucla.edu/htmls/dist/Gamma_Distribution.html SOCR distributions]
<center>[[Image:Gamma.jpg|600px]]</center>

AP Statistics Curriculum 2007 Laplace

2011-07-11T20:32:21Z

TracyTam: Created page with '===Laplace Distribution=== '''Definition''': Laplace distribution is a distribution that is symmetrical and more “peaky” than a normal distribution. The dispersion of the dat…'