Tuesday, November 13 Analysis of Variance.

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Presentation transcript:

Tuesday, November 13 Analysis of Variance

Between-group variance estimate F = within-group variance estimate _ SST =  (X - X)2 SSB =  NG (XG - X)2 SSW =  (X1 - X1)2 +  (X2 - X2)2 + ••••  (Xk - Xk)2 SST = SSB + SSW _ _ _ _ _

Between-group variance estimate F = within-group variance estimate MSB = SSB / dfB MSW = SSW / dfW where dfB = k-1 (k = number of groups) dfW = N - k

Protected t-test t = Xi - Xj MSW ( 1/Ni + 1/Nj) _ Where df = N - k

dfB (F - 1)  = dfB F + dfW Epison bears the same relationship to F that rpb bears to t.