A two-factor ANOVA is being used to evaluate two null hypotheses. The first factor has 5 levels and the second has 4 levels.
The following data are obtained: $S S A=60, S S B=24, S S T=124$.
a. Construct the ANOVA table
b. The two null hypotheses of equal means are tested at $\alpha=0.05$. What are the conclusions?

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The Answer of A two-factor ANOVA is being used to evaluate two null hypotheses. The first factor has 5 levels and the second has 4 levels.
The following data are obtained: $S S A=60, S S B=24, S S T=124$.
a. Construct the ANOVA table
b. The two null hypotheses of equal means are tested at $\alpha=0.05$. What are the conclusions?

A Two-Factor ANOVA Is Being Used to Evaluate Two Null SSA=60,SSB=24,SST=124S S A=60, S S B=24, S S T=124SSA=60,SSB=24,SST=124

A Two-Factor ANOVA Is Being Used to Evaluate Two Null $S S A=60, S S B=24, S S T=124$