6. A dependent-samples study comparing two treatment conditions uses score(s) for each participant. participants and obtains...

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6. A dependent-samples study comparing two treatment conditions uses score(s) for each participant. participants and obtains A. 1, 1 B. 1,2 C. 2, 1 group(s) of D. 2, 2 7. A research study compares three treatments with n-5 in each treatment. If the SSvalues for the three treatments are 25, 20, and 15, then the ANOVA would produce a SSWITHIN equal to: A. 4 B. 5 C. 12 D. 60 8. A researcher study compares three treatments with n=5 in each treatment. If the data were examined using an ANOVA, the F-ratio would have a dfbetween, dfwithin A. 12, 4 B. 14, 3 C. 2, 12 D. 2, 14 9. With p=.05 and a sample of n = 12 subjects in a dependent samples experiment, the two- tailed critical region for the t-statistic has the boundaries of A. t=2.23 B. t=1.81 C. t +1.80 D. t=2.20 6. A dependent-samples study comparing two treatment conditions uses score(s) for each participant. participants and obtains A. 1, 1 B. 1,2 C. 2, 1 group(s) of D. 2, 2 7. A research study compares three treatments with n-5 in each treatment. If the SSvalues for the three treatments are 25, 20, and 15, then the ANOVA would produce a SSWITHIN equal to: A. 4 B. 5 C. 12 D. 60 8. A researcher study compares three treatments with n=5 in each treatment. If the data were examined using an ANOVA, the F-ratio would have a dfbetween, dfwithin A. 12, 4 B. 14, 3 C. 2, 12 D. 2, 14 9. With p=.05 and a sample of n = 12 subjects in a dependent samples experiment, the two- tailed critical region for the t-statistic has the boundaries of A. t=2.23 B. t=1.81 C. t +1.80 D. t=2.20