Multivariate analysis of variance (MANOVA) is designed to test the significance of group differences with several dependent variables.
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Q2: At a minimum, the DVs should have
Q3: Using more than one DV when comparing
Q4: MANOVA tests whether mean differences among k
Q5: The new DV formed in MANOVA is,
Q6: The new DV formed in MANOVA is
Q7: A factorial MANOVA is a design that
Q8: One advantage of using MANOVA, as opposed
Q9: A second advantage of using MANOVA is
Q10: A third advantage of using MANOVA is
Q11: MANOVA incorporates the interconnections of DVs into
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