In a factorial analysis of variance you cannot have
A) both a significant interaction and a significant main effect.
B) two significant main effects.
C) a significant main effect and a nonsignificant interaction.
D) Any combination is possible.
Correct Answer:
Verified
Q33: Unequal sample sizes in a factorial analysis
Q34: If you have a significant interaction,
A) at
Q35: In a study which investigated the effects
Q36: If you have a significant interaction, you
Q37: A simple effect is calculated by
A) looking
Q39: The degrees of freedom for an interaction
Q40: In graph I below, the most apparent
Q41: Dr. Gates looked at the effects of
Q42: A factorial design has at least
A) one
Q43: The mean difference in GPA based on
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