Multiple Choice
A two-way ANCOVA tests the following three separate hypotheses simultaneously in one analysis:
A) Two of the hypotheses test the significance of the levels of the two IVs separately, after removing the effects of the covariate.
B) The third tests the significance of the interaction of the levels of the two IVs, also after removing the effects of the covariate.
C) The third tests the significance of the interaction of the levels of the IVs and DV after removing the effects of the covariate.
D) (a) and (b) are correct.
Correct Answer:

Verified
Correct Answer:
Verified
Q1: If factor-covariate interaction is not significant, then
Q2: The second major purpose for the use
Q3: The first step in interpreting the results
Q4: Analysis of covariance (ANCOVA) mirrors the ordinary
Q6: If the Levene's test is significant, then
Q7: ANCOVA adjusts group means as if participants
Q8: F ratios and p values for each
Q9: The third major purpose for the use
Q10: A violation of the assumption of homogeneous
Q11: If the F test of factor-covariate interaction