The F tests for two-way between-subjects analysis of variance assume that the scores in each population:
A)are normally distributed
B)have heterogeneous variances
C)are positively skewed
D)none of these

Question

Quizplus · Accepted Answer

The F tests for two-way between-subjects ANOVA assume that the scores in each population are normally distributed. This assumption is necessary to ensure that the F test statistic accurately reflects the differences between the means of the populations being compared. Heterogeneous variances and skewed distributions can affect the accuracy of the F test, but they are not assumptions of the test itself.

The F Tests for Two-Way Between-Subjects Analysis of Variance Assume