In an example in the text, an independent samples analysis of variance example from a previous chapter was converted to be used in a repeated-measures analysis of variance. Recalculating the F value with a repeated-measures analysis of variance yields an F value that is
A) less than the F value yielded by the independent measures ANOVA.
B) greater than the F value yielded by the independent measures ANOVA.
C) the same as the F value yielded by the independent measures ANOVA.
D) not predictably different from the F value yielded by the independent measures ANOVA.

Question

Quizplus · Accepted Answer

Repeated-measures ANOVA typically results in a greater F value compared to independent measures ANOVA because it accounts for variance due to individual differences, thereby reducing error variance and potentially increasing the F ratio.

In an Example in the Text, an Independent Samples Analysis