\fQUESTION 2 Q02. The pvalue reported for the interaction effect in the twoway ANOVA ouput is _. 0.419 O 0.007 O 0.071 O 0.057 QUESTION 3 Q03. The pvalue for interaction effect in the computer output suggests that 0 Since p > 0.05, the interaction effect is not significant. We should therefore interpret both the interaction effect and the main effects. O Since p > 0.05, the interaction effect is signicant. We should ignore the interaction effect and interpret the main effects. 0 Since p > 0.05, the interaction effect is significant. We should just interpret the interaction effect and ignore the main effects. (0 Since p > 0.05, the interaction effect is not significant. We should ignore the interaction effect and interpret the main effects. QUESTION 4 004. The effect of Factor _ on Y [confidence score) is significant because the corresponding _ is _ than the 5% level of signicance. O A, :value, greater O B, :value, smaller Q A, p vaiue, smaller 0 B, p value, greater QUESTION 5 005. The interaction plot for the two-way ANOVA model [Y = f(A,B)] is presented in the figure below. This plot shows that there are five participants in our sample that have a value of "Young" on Factor A and a value of "High" on Factor B. @ False