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blu38582 appC 769-798

A 17 Appendix CTablesTable AFactorialsTable BThe Binomial DistributionTable CThe Poisson DistributionTable DRandom NumbersTable EThe Standard Normal DistributionTable FThe tDistributionTable GThe Chi-Square DistributionTable HThe FDistributionTable ICritical Values for the PPMCT able JCritical Values for the Sign TestTable KCritical Values for the wilcoxon Signed- rank TestTable LCritical Values for the rank Correlation CoefficientTable MCritical Values for the Number of RunsTable NCritical Values for the Tukey TestTable AFactorialsnn!

Table K Critical Values for the Wilcoxon Signed-Rank Test Table L Critical Values for the Rank Correlation Coefficient Table M Critical Values for the Number of Runs Table N Critical Values for the Tukey Test Table A Factorials nn! 01 11 22 36 424 5 120 6 720 7 5,040 8 40,320 9 362,880 10 3,628,800 11 39,916,800

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Transcription of blu38582 appC 769-798

1 A 17 Appendix CTablesTable AFactorialsTable BThe Binomial DistributionTable CThe Poisson DistributionTable DRandom NumbersTable EThe Standard Normal DistributionTable FThe tDistributionTable GThe Chi-Square DistributionTable HThe FDistributionTable ICritical Values for the PPMCT able JCritical Values for the Sign TestTable KCritical Values for the wilcoxon Signed- rank TestTable LCritical Values for the rank Correlation CoefficientTable MCritical Values for the Number of RunsTable NCritical Values for the Tukey TestTable AFactorialsnn!

2 011122364245120672075,040840,3209362,880 103,628,8001139,916,80012479,001,600136, 227,020,8001487,178,291,200151,307,674,3 68,0001620,922,789,888,00017355,687,428, 096,000186,402,373,705,728,00019121,645, 100,408,832,000202,432,902,008,176,640,0 00770 Appendix CTablesA 18 Table BThe Binomial CTables771A 19 Table B(continued) CTablesA 20 Table B(continued) CTables773A 21 Table B(continued) CTablesA 22 Table B(continued) CTables775A 23 Table B(concluded) :All values of or less are :J. Freund and G. Simon, Modern Elementary Statistics,Table The Binomial Distribution, 1992 Prentice-Hall, Inc.

3 Reproduced by permission of PearsonEducation, B 3 Alternate Approach to the Standard Normal DistributionA 160zArea given in tableTable B 1 The Standard Normal zvalues greater than , use CTablesA 24 Table CThe Poisson CTables777A 25 Table C(continued) CTablesA 26 Table C(continued) CTables779A 27 Table C(continued) CTablesA 28 Table C(continued) CTables781A 29 Table C(continued) CTablesA 30 Table C(concluded) with permission from W. H. Beyer,Handbook of Tables for Probability and Statistics,2nd ed.

4 Copyright CRC Press, Boca Raton, Fla., CTables783A 31 Table DRandom Numbers104801501101536020118164791646671 7914194625903620720969995709129190700223 6846573255958539330995891982798253402939 6534095526661917439615995052413048360225 2797265763936480915179248304934032081306 8019655633485862942167930930624361680078 5616376394405353771341570040084974917977 5816379375703997581837166560612191782604 6881305496846067214110069270126354613779 2106907110084275127756534981860270659906 5515053219168182544394428809956272905564 2069994988723101671194187384401348840632 1321069106341295296301919770546307972188 7620922945955686969014600451842584903425 0832307895791434263661102811745318103577 4084378253311256658678449470558456941854 7536857433425398853060595333886762300081 5817983164391145818593649522891869578882 3133276709977993656865058599010631595015 4785590916107818863553409614823503427496 2669445186637269552180208471223490511337 0390322094299396952636927378897433488363 2017617300150827284115271563061374952103 6561129875298568948237522676768993394015 1126358851042028529975898680711997336710 4808178772331391647564810569773585977293 7274461285519070751085127655182151259774 5216308607569214449442539007096063990756 0140719023682138252404602688936819885553 2244819011886525564835449190594455157010 1154092333629490431273041461859429852715 8585030511320191592747649515216253916463 6958586232161451383149987362349564350947 3817752351563574907056976283378709998426 9806691769881360251851461048891619509256 2558104486639124585828143460917230168902 2904734591932217830421616669990432812541 6458492224217410347070253067646826384581 5106646215241522796909445923263932363055 9724200133633800594342287283580606912170 1264161182962285129334270018763787308587 3100256458341539846557411351036707684361 8818510024883306228834073511973192420609 5261280500016765832586866795072094953815 2572295048399642324878826516656614778767 9714780133008707479666957252967620591680 8626432469012084989768815368664512659922 5957102804282528000742573923906466432846 7340027328326136298947960676476064584960 9698253053660421325669264224440744048379 3763904457666613475470665203469390449919 2126418641179430526766259403997222209715 0064568914024241607844696180058204711879 1777341422063512674087995478181742607438 0876655620287663000725698846279756170863 2488072762223608684637931617603865855779 1988006690116579795876552931898827354265 7508625408015992029841801501277748501259 7657948298888860467917487081891282271654 2469774336115426285963035470976383473735 7712908308831831728290357970599841688349 5237888389178805091567425952795830134040 2486385298809973055536848552908009250796 5673211179555634990999491272004459931061 1520542180590200873708835173610342791465 0318584188454961802304510382065558727281 6815475569425338920562873389215789634948 2478171846108283409922254174413748413255 5521246355092046814577627653560581263396 6747358568735630761607495188965620103774 9018062984270752333362642700163892477669 6998420048804558546565041024688045709349 1463976887208276534476170328758940836324 2770002706638886377775693487006028277394 7546473232195341694970258326997594884196 6172828001026679453976549140699067245683 5082948113984287880287882674736346634065 4197809760722951540980073915874525774229 8780059399119618941151142226069759583907 2552210839742999265831388575049083765556 5714361317205737556228415466436467412333 3931926148832441359744923519747389286359 3104110237265190008962003583166225388616 4234072812493564856891693524837345578785 4781788950126837993526707651059304542764 6354328023491724728865147776273092277156 6410493204923839191132219995951681652271 954822346751229233226185653 Reprinted with permission from W.

5 H. Beyer, Handbook of Tables for Probability and Statistics,2nd ed. Copyright CRC Press, Boca Raton, Fla., CTablesA 32 Table EThe Standard Normal DistributionCumulative Standard Normal zvalues less than , use CTables785A 33 Table E(continued)Cumulative Standard Normal zvalues greater than , use CTablesA 34 One tailArea tTwo tailsAreaArea t t22 Table FThe tDistributionConfidenceintervals80%90%95 %98%99%One tail, tails, (z) value has been rounded to in the value has been rounded to in the value has been rounded to in the value has been rounded to in the :Adapted from W.

6 H. Beyer, Handbook of Tables for Probability and Statistics,2nd ed., CRC Press, Boca Raton, Fla., 1986. Reprinted with CTables787A 35 Area 2 Table GThe Chi-Square DistributionADegrees :Owen,Handbook of Statistical Tables,Table A 4 Chi-Square Distribution Table, 1962 by Addison-Wesley Publishing Company, Inc. Copyright renewal 1990. Reproduced by permission of Pearson Education, CTablesA : degrees of Table HThe FDistributionA , : degrees of freedom, numeratordenominator12345678910121520243 04060120 116,21120,00021,61522,50023,05623,43723, 71523,92524,09124,22424,42624,63024,8362 4,94025,04425,14825,25325,35925, CTables789A : degrees of Table H(continued)A , : degrees of freedom, numeratordenominator12345678910121520243 04060120 CTablesA : degrees of Table H(continued)A.

7 Degrees of freedom, numeratordenominator12345678910121520243 04060120 CTables791A : degrees of Table H(continued)A , : degrees of freedom, numeratordenominator12345678910121520243 04060120 CTablesA : degrees of Table H(concluded)A , : degrees of freedom, numeratordenominator12345678910121520243 04060120 M. Merrington and C. M. Thompson (1943). Table of Percentage Points of the Inverted Beta (F) Distribution. Biometrika 33,pp. 74 87. Reprinted with permission from CTables793A 41 Table ICritical Values for the PPMCR eject H0: r 0 if the absolute value of ris greater thanthe value given in the table.

8 The values are for a two-tailedtest; n :From Biometrika Tables for Statisticians, vol. 1 (1962), p. 138. Reprinted with JCritical Values for the Sign TestReject the null hypothesis if the smaller number of positiveor negative signs is less than or equal to the value inthe , A


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