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Complete 1-5 and show work; 1. For each of the following graphs, tell the probable outcome of each of the significance test: 2. In what way is a two-way ANOVA more economical than two onc-way ANOVAg on the same variable? 3. What is the main advantage of the two factor design over the one factor design? Why is the advantage a mixed blessing? 4. What is the first step in interpreting a significant interaction? 5. How is a significant interaction revealed graphically? EXERCISES 1. For each of the following graphs, tell the probable outcome of each of the sig- nificance tests: a. B1.B2 A1 A2 Leveio of factor A B1 B2 b. A, A2 PART 2 Inferrorial B, e. 82 8, A, Az B. B2 A, A2 2. In what way is a two-way ANOVA more economical than two one-way ANOVAs on the same variables? 3. What is the main advantage of the two-factor design aver the one-factor de- sign? Why is the advantage a mixed blessing? 4. What is the first step in interpreting a significant interaction? 5. How is a significant interaction revealed graphically?

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a) There are no effects at all. No main effects of A or B as well as no interaction effects.
b) There exists a probable main effect of factor A, there exists main effect of B without a presence of an interaction effect.
c) There is no interaction. There exists main effect of A and Main effect of B.
d) There is an interaction. There exists no main effect of A and no Main effect of...
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