When one of two main effects is significant,this means that ______.
A) the other main effect must be significant
B) the interaction effect must be significant
C) the interaction effect must not be significant
D) the other main effect and the interaction effect may or may not be significant
Correct Answer:
Verified
Q1: When the lines representing the effects of
Q2: When the lines representing the effects of
Q3: In ANOVA,you have a main effect when
Q4: When analysis of data reveals a difference
Q5: How many times are participants tested in
Q7: The factorial ANOVA can be used to
Q8: If you find that income significantly varies
Q9: The number of main effects is equal
Q10: In the main effect F(1,9) = 1.67,p
Q11: The factorial ANOVA is used when you
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