Essentials

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CONTENTSSeries PrefaceixOne Descriptive Statistics 1Two Introduction to Null Hypothesis Testing 28Three The Two-Group t II Test 48Four Correlation and Regression 71Five One-Way ANOVA and Multiple Comparisons 97Six Power Analysis 122Seven Factorial ANOVA 145Eight Repeated-Measures ANOVA 172Nine Nonparametric Statistics 199Appendix A Statistical Tables 226Appendix B Answers to Putting it into Practice Exercises 243References 275Annotated Bibliography 278vii
Page 3: Essentialsof Statistics for the Soc
Page 6 and 7: Essentials of Behavioral Science Se
Page 8 and 9: Copyright © 2004 by John Wiley & S
Page 12 and 13: viiiCONTENTSIndex 281Acknowledgment
Page 14 and 15: xSERIES PREFACEial in an advanced (
Page 17 and 18: OneDESCRIPTIVE STATISTICSSocial and
Page 19 and 20: DESCRIPTIVE STATISTICS 3inches and
Page 21 and 22: DESCRIPTIVE STATISTICS 5Rapid Refer
Page 23 and 24: DESCRIPTIVE STATISTICS 7agree, and
Page 25 and 26: DESCRIPTIVE STATISTICS 9assume that
Page 27 and 28: DESCRIPTIVE STATISTICS 11ModeMedian
Page 29 and 30: DESCRIPTIVE STATISTICS 13extreme sc
Page 31 and 32: DESCRIPTIVE STATISTICS 15It is impo
Page 33 and 34: DESCRIPTIVE STATISTICS 17~16%-3σ-2
Page 35 and 36: DESCRIPTIVE STATISTICS 19f(x) 2 1
Page 37 and 38: DESCRIPTIVE STATISTICS 21Measuring
Page 39 and 40: DESCRIPTIVE STATISTICS 23tional to
Page 41 and 42: DESCRIPTIVE STATISTICS 25The boxplo
Page 43 and 44: DESCRIPTIVE STATISTICS 277. Which o
Page 45 and 46: INTRODUCTION TO NULL HYPOTHESIS TES
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INTRODUCTION TO NULL HYPOTHESIS TES
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INTRODUCTION TO NULL HYPOTHESIS TES
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THE TWO-GROUP t TEST 49DON’T FORG
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X2 NTHE TWO-GROUP t TEST 51(the squ
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THE TWO-GROUP t TEST 53sample case.
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THE TWO-GROUP t TEST 55ever, if you
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THE TWO-GROUP t TEST 57The Assumpti
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THE TWO-GROUP t TEST 59nient), divi
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THE TWO-GROUP t TEST 61This measure
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THE TWO-GROUP t TEST 63of the parti
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THE TWO-GROUP t TEST 65points in ti
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THE TWO-GROUP t TEST 67B. Cohen, 20
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STHE TWO-GROUP t TEST 69STEST YOURS
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FourCORRELATION AND REGRESSIONCORRE
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CORRELATION AND REGRESSION 73It is
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CORRELATION AND REGRESSION 75your v
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2 1 rN 2CORRELATION AND REGRESSI
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CORRELATION AND REGRESSION 79ing ot
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CORRELATION AND REGRESSION 81°F906
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CORRELATION AND REGRESSION 83lier c
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CORRELATION AND REGRESSION 85betwee
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CORRELATION AND REGRESSION 87sion l
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CORRELATION AND REGRESSION 89Weight
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CORRELATION AND REGRESSION 91every
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CORRELATION AND REGRESSION 93The Re
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S(a) Is there a tendency for those
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FiveONE-WAY ANOVA ANDMULTIPLE COMPA
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100 ESSENTIALS OF STATISTICSSuppose
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102 ESSENTIALS OF STATISTICSThe F D
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104 ESSENTIALS OF STATISTICSwhether
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106 ESSENTIALS OF STATISTICSThe Eff
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108 ESSENTIALS OF STATISTICS# pairs
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110 ESSENTIALS OF STATISTICSthe ANO
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112 ESSENTIALS OF STATISTICSous (e.
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114 ESSENTIALS OF STATISTICSage of
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116 ESSENTIALS OF STATISTICSDON’T
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118 ESSENTIALS OF STATISTICSTable 5
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S120 ESSENTIALS OF STATISTICS(a) Ca
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SixPOWER ANALYSISUp until this poin
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124 ESSENTIALS OF STATISTICStributi
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126 ESSENTIALS OF STATISTICSAd=1.0B
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128 ESSENTIALS OF STATISTICStion, w
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130 ESSENTIALS OF STATISTICScording
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132 ESSENTIALS OF STATISTICS2nn h
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134 ESSENTIALS OF STATISTICSN 1 (
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136 ESSENTIALS OF STATISTICSRevisit
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138 ESSENTIALS OF STATISTICSmean of
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142 ESSENTIALS OF STATISTICS.7 for
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144 ESSENTIALS OF STATISTICS5. A so
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148 ESSENTIALS OF STATISTICSof the
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150 ESSENTIALS OF STATISTICSdiffere
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152 ESSENTIALS OF STATISTICSNote th
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154 ESSENTIALS OF STATISTICSAPerfor
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156 ESSENTIALS OF STATISTICSAActivi
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158 ESSENTIALS OF STATISTICScompare
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160 ESSENTIALS OF STATISTICSRapid R
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162 ESSENTIALS OF STATISTICSso expe
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164 ESSENTIALS OF STATISTICSCAUTION
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166 ESSENTIALS OF STATISTICScan be
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168 ESSENTIALS OF STATISTICSYounger
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170 ESSENTIALS OF STATISTICS5. In a
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EightREPEATED-MEASURES ANOVAIn Chap
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174 ESSENTIALS OF STATISTICSdepende
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180 ESSENTIALS OF STATISTICSTherefo
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182 ESSENTIALS OF STATISTICSness co
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184 ESSENTIALS OF STATISTICSdesign
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186 ESSENTIALS OF STATISTICSSS betw
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188 ESSENTIALS OF STATISTICSSubject
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190 ESSENTIALS OF STATISTICSup test
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192 ESSENTIALS OF STATISTICS30Happy
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194 ESSENTIALS OF STATISTICSTHE TWO
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S196 ESSENTIALS OF STATISTICSPartic
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198 ESSENTIALS OF STATISTICS9. Even
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202 ESSENTIALS OF STATISTICSsis? Th
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204 ESSENTIALS OF STATISTICSthe SD
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206 ESSENTIALS OF STATISTICSthe (sq
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208 ESSENTIALS OF STATISTICSare 2,0
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210 ESSENTIALS OF STATISTICSthe f e
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214 ESSENTIALS OF STATISTICSone rat
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216 ESSENTIALS OF STATISTICSSuppose
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218 ESSENTIALS OF STATISTICSare con
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220 ESSENTIALS OF STATISTICSfor a o
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S224 ESSENTIALS OF STATISTICSSTEST
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Appendix AStatistical TablesMean to
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228 APPENDIX ATable A.1 Continuedz
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230 APPENDIX ATable A.1Continuedz M
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232 APPENDIX ATable A.2 ContinuedLe
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Table A.3 Continueddf Numerator1 2
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Table A.4 Continueddf forErrorNumbe
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238 APPENDIX ATable A.5 ContinuedOn
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240 APPENDIX ATable A.6 Continueddf
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242 APPENDIX ATable A.7 ContinuedAl
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244 APPENDIX BBoxplot:10210098Temps
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246 APPENDIX BChapter 31. (a) Young
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248 APPENDIX BBecause the variances
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250 APPENDIX B2. (a)rN - 2t . 824
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252 APPENDIX BTutorial: Younger vs.
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254 APPENDIX BF .05(4, 115) 2.45
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256 APPENDIX BTherefore, d 3.85/1.
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258 APPENDIX BChapter 71. (a)Placeb
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260 APPENDIX BF .05(1, 143) 3.90.
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262 APPENDIX BHypothetical Means fo
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264 APPENDIX BChapter 81. (a) Expec
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266 APPENDIX BSS inter SS between-c
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268 APPENDIX BParticipant # None Mi
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270 APPENDIX BThe zero difference i
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272 APPENDIX B(b) (18 - 15) 21 5 (
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274 APPENDIX BExpect (N 6, c 3):1
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276 REFERENCESHochberg, Y. (1988).
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Annotated BibliographyBehrens, J. T
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IndexAddition rule, 202Adjacent val
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INDEX 283negative, 71, 73overview,
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INDEX 285standard error of the diff
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INDEX 287correlation tests, 133-134
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INDEX 28959, 79, 86, 93, 97, 98,146
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Essentials

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