The number of main effects is equal to ______.
A) the number of dependent variables
B) the number of independent variables
C) the number of independent variables plus the number of interaction effects
D) the number of dependent variables minus the number of interaction effects
Correct Answer:
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Q2: In the main effect F₍₁,₉₎ = 1.67,
Q3: _ is another name for a factorial
Q4: Results from an ANOVA are placed in
Q6: If you have two main effects, and
Q7: The factorial ANOVA can be used to
Q8: When plotted on a graph, if the
Q9: In ANOVA, you have a main effect
Q10: When plotted on a graph, if the
Q11: In the main effect F₍₁,₉₎ = 1.67,
Q12: In ANOVA, you have an interaction effect
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