I assert that rejecting H0 (null hypothesis) in a one-factor fixed-effects ANOVA with J=3 indicates that...
I assert that rejecting H0 (null hypothesis) in a one-factor fixed-effects ANOVA with J=3 indicates that all three pairs of group means are necessarily statistically significantly different using the Scheffe procedure. Am I correct?
Homework Answers
here rejecting the null hypothesis does not mean that all three pairs of group means are necessarily statistically significantly different
the null hypothesis is rejected when at least one pair is statistically significantly different
therefore even when only one pair is statistically significantly different ; null hypothesis is rejected,
hence not all three pairs are necessarily statistically significantly different
(please revert for any clarification)
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