Chapter 8
1. 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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2. In an experimental design, subjects receive all treatments, according to a predetermined order. The design is a __________ design. |
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3. In a two-factor design, the number of F tests performed is: |
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4. In a within-subjects design, the most likely threat to internal validity is __________. |
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5. In a factorial design, subjects are matched on IQ and then one of each pair is randomly assigned to one of the treatments; the design is a __________. |
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6. The design that allows the researcher to test for interactions between variables is the __________. |
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7. See the summary table below. In the analysis of this two-factor design, __________ F test(s) was/were computed. 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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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. The statistical test used to analyze the factorial design is called the __________. |
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10. The degrees of freedom associated with the main effects and interaction in an analysis of variance depend on: |
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11. A study contains two factors, X and Y, each with two levels (present, absent). The possible treatments are __________. |
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12. In a within-subjects design ___________. |
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