Tukey's multiple comparison method determines a critical number, $\omega$
; such that if any pair of sample means has a difference smaller than $\omega$
, we conclude that the pair's two corresponding population means are different.

Question

Tukey's multiple comparison method determines a critical number, $\omega$
 ; such that if any pair of sample means has a difference smaller than $\omega$
 , we conclude that the pair's two corresponding population means are different.

Quizplus · Accepted Answer

Tukey's method concludes that population means are different if the difference between sample means is greater than the critical value, not smaller.

Tukey's Multiple Comparison Method Determines a Critical Number ω\omegaω ; Such That If Any Pair of Sample Means Has

Tukey's Multiple Comparison Method Determines a Critical Number $\omega$ ; Such That If Any Pair of Sample Means Has