Multiple Choice
In an independent-measures ANOVA, individual differences contribute to the variance in the numerator and in the denominator of the F-ratio.For a repeated-measures ANOVA, what happens to the individual differences in the numerator of the F-ratio.
A) They do not exist because the same individuals participate in all of the treatments.
B) They are measured and subtracted out in the second stage of the analysis.
C) Individual differences contribute to the variance in the numerator.
D) None of the other options accurately describes individual differences in the numerator.
Correct Answer:

Verified
Correct Answer:
Verified
Q2: The denominator of the repeated-measures F-ratio is
Q20: A repeated-measures study compares three treatments with
Q22: For a repeated-measures ANOVA,if SS<sub>between subjects</sub> =
Q29: The following table shows the results
Q32: For a repeated-measures study, if there are
Q36: The following table shows the results of
Q37: A repeated-measures analysis of variance produces SS<sub>within
Q39: In a repeated-measures ANOVA the variability within
Q52: A repeated-measures ANOVA produces SS<sub>between treatments</sub> =
Q74: In a repeated-measures analysis of variance,how does