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.

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Tukey's method determines a critical value such that if the difference between any pair of sample means is greater than this value, we conclude that the corresponding population means are different.

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