In a test of homogeneity of proportions, if the null hypothesis is not rejected, then:
A) we have proven homogeneity.
B) we have proven nonhomogeneity.
C) we would decide that the category proportions for at least one population are different from the rest.
D) we have insufficient evidence to reject homogeneity.

Question

Quizplus · Accepted Answer

If the null hypothesis is not rejected in a test of homogeneity of proportions, we do not have enough evidence to reject the assumption of homogeneity. Therefore, we cannot claim that the proportions in different categories are significantly different from each other and must conclude that we have insufficient evidence to reject homogeneity.

In a Test of Homogeneity of Proportions, If the Null