Tukey's method for paired comparisons makes the probability of declaring that a difference exists between at least one pair in a set of k treatments, when no difference exists, equal to 1 - .

Question

Tukey's method for paired comparisons makes the probability of declaring that a difference exists between at least one pair in a set of k treatments, when no difference exists, equal to 1 -  .

Quizplus · Accepted Answer

Tukey's method for paired comparisons does not guarantee that the probability of declaring a difference exists between at least one pair in a set of k treatments, when no difference exists, equals to 1 - 11eab386_b8fc_3f65_aec0_85bd23c89d25_TB4962_11. The correct statement is that the probability is controlled at a pre-specified level, usually denoted as alpha.

Tukey's Method for Paired Comparisons Makes the Probability of Declaring