In a three-factor fixed-effects ANOVA, F_A = 3, df_A = 2, df_B = 3, df_C = 2, and df_with = 60. The null hypothesis for factor A can be rejected A) at the .01 level. B) at the .05 level, but not at the .01 level. C) at the .10 level, but not at the .05 level. D) None of the above.

Question

Quizplus · Accepted Answer

The critical value for F(2, 60) at the .05 level is approximately 3.15, and at the .10 level is approximately 2.37. Since F_A = 3, it is significant at the .10 level but not at the .05 level.

In a Three-Factor Fixed-Effects ANOVA, FA = 3, DfA =

In a Three-Factor Fixed-Effects ANOVA, F_A = 3, Df_A =