The number of main effects is equal to the number of ______.
A) dependent variables
B) independent variables
C) independent variables plus the number of interaction effects
D) dependent variables minus the number of interaction effects
Correct Answer:
Verified
Q4: When analysis of data reveals a difference
Q5: How many times are participants tested in
Q6: When one of two main effects is
Q7: The factorial ANOVA can be used to
Q8: If you find that income significantly varies
Q10: In the main effect F(1,9) = 1.67,p
Q11: The factorial ANOVA is used when you
Q12: In ANOVA,you have an interaction effect when
Q13: A factorial ANOVA is a(an)_ analysis.
A)univariate
B)bivariate
C)multivariate
D)exivariate
Q14: Results from an ANOVA are placed in
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