Chapter 8
| 1. The statistical test used to analyze the factorial design is called the __________. |
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| 2. The evidence for interactions can be seen most clearly in which of the following? |
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| 3. Experiments which test for interactions must include at a minimum __________. |
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| 4. In a __________ design, each subject receives all the treatments; in a _________ design, each subject receives only one treatment. |
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| 5. A study contains two factors, X and Y, each with two levels (present, absent). The possible treatments are __________. |
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| 6. An experiment with two independent variables, each of which has two levels, in which all combinations of treatments are included, is called a(n) ________ design. |
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| 7. A researcher investigates the effect of caffeine on problem solving speed. She administers either a placebo, 1, 2, or 5 mg of caffeine to subjects and measures the average time it takes them to solve three problems. This design contains _______________ factor(s) with __________ level(s). |
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| 8. A(n) __________ occurs when the effect of one variable, X, on another variable, Y, depends upon a third variable, Z. |
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| 9. In a factorial design, subjects are assigned completely at random to one of the treatments; the design is a __________. |
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| 10. A researcher investigates the influence of illumination levels (high, moderate, low) on reading speed, for texts varying in difficulty (complex, simple). In this factorial design, there are a total of __________ treatments. |
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| 11. In the analysis of the two-factor design shown in the summary table below, which F test(s) was/were statistically significant? Table Analysis of Variance Summary Table for Depression Scores Source df F A = Drug Th 1 1.86 B = Cog Beh Th 1 12.23* A x B 1 2.03 Error 30 * p < .05 |
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| 12. In the two-factor design shown in the summary table below, there was/were __________ level(s) of Factor A, Drug. Table Analysis of Variance Summary Table for Depression Scores Source df F A = Drug Th 1 1.86 B = Cog Beh Th 1 12.23* A x B 1 2.03 Error 30 * p < .05 |
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