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73d0cbd1-6f36-4f21-8b00-b92aa4c56a54.png - Key Terms 391...

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Unformatted text preview: Key Terms 391 Confidence Interval Estimate for the Mean Difference* Total Variation in One Way ANOVA | 10. 41 SST = ='S Ex - 4 7} ( 10.8) Among - Group Variation in One - Way ANOVA D - ``^ WOD ENDED + ``` SSA = {` [x; - 8 3 2\ ( 10.91 Z Test for the Difference Between Two Proportions < STAT = \PI - P 2) - ( TTI - TT2 ) Within - Group Variation in One - Way ANOVA VACI - P ) (` + 1 ) ( 10.5) SSWV = >'` " = ( x` - * ; } ( 10. 101 ) Confidence Interval Estimate for the Difference Between Mean Squares in One - Way ANOVA Two Proportions* MSA = -` [ - - I ( 10. 1 1 a ) ( P I - P2) + Za^ ( PILL - PI) + P2 ( 1 - P2 )` MISH = S H` ( 10.6 ) 1 - 1) ( 10. 1 1 0 ) MIST = -` 11 - 1 ( 10.11 0 ) ( P I - P2 ) - Z^20` \Pill - PI ) _ P2 ( 1 - P2 ) = ( TT - TT2 ) One - Way ANOV'A FSTAT Test Statistic \Pill - PI ), Pill - P2 ) 197 FSTAT =\ MHSA MSIV ( 10.12) F Test Statistic for Testing the Ratio of Two Variances* Critical Range for the Turkey - Kramer Procedure* FSTAT =\ ST 5 } ( 10.7 ) \MSW ! ! + 1\ Critical range = Raw 2\ 17 ;^ ( 10.13 ) KEY TERMS among - group variation ( $5/1 1 374 matched samples 395 Studentized range distribution 383 analysis of variance In NOVA; 374 mean squares 376\ sum of squares among groups ANOVA summary table 378 multiple comparisons 383\ 15:54; 375 critical range 383 normality 38:1 sum of squares total ($57 , 375 I' distribution 370 one - way ANOVA 374 sum of squares within groups* factor 374\ paired + test for the mean ISS W/} 376\ F test for the ratio of two difference 350 total variation 375 variances 370 partition 374\ Turkey - Kramer multiple comparisons Grand mean ,* 375 pooled - variance { test 346 procedure for one - way ANOVA 383 groups 374\ randomness and independence 381 two - sample tests 345 homogeneity of variance 381 repeated measurements 355 within - group variation 1 5:5 7; 374 levels 374\ robust 349 Z test for the difference between two Levene test 382 separate _ variance ! test 352 proportions 303...
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