Exam 8: Issues in Inferential Statistics

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If σ12 = 10 and σ22 = 5, when will the robustness of the assumptions underlying the t-test be in jeopardy? (Consider Type I error only.)

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What does the significance level (alpha level) protect against doing incorrectly?

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If the alpha is changed from 0.10 to 0.05, what happens to the chances of a Type I and a Type II error, respectively?

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The simplest experimental design has how many independent variables, with how many levels, and how many dependent variables? a. b. c. d. IVs 1 2 1 2 Levels 1 2 2 1 DV 1 2 1 2

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What percentage of change of the treatment group over the control group is suggested by an effect size of 1.2?

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Researchers set alpha at a relatively small level to avoid which of the following errors?

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When is it impossible to commit a Type I error?

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For which significance level (or alpha) would the chance of making a Type I error be the greatest when H0 is rejected?

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The t-ratio required for significance for a one-tailed test at the .05 level is the same as for a two-tailed test at what level?

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Which procedure would reduce the power of a statistical test?

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Use the following information to answer the question: The purpose of the research was to determine whether cholesterol level is related to lifestyle behaviors. The lifestyle behaviors of interest were physical activity, dietary fat intake, smoking status, and self-reported life satisfaction. The researchers rejected the null hypothesis. Assume that the researchers are interested in differences between genders. They conclude p < .001 for genders. What does this mean?

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What is an effect size?

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Why is a dependent t-test usually more powerful than an independent t-test?

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A researcher concluded that the null hypothesis was tenable (could be defended). What error has possibly been committed, and what is the probability of committing it?

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A 2 x 5 between-groups experimental design has how many different treatment conditions?

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If a researcher used an independent t-test but should have used a dependent t-test, which errors are most likely?

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What does p < .05 indicate?

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Use the following information to answer the question: The purpose of the research was to determine whether cholesterol level is related to lifestyle behaviors. The lifestyle behaviors of interest were physical activity, dietary fat intake, smoking status, and self-reported life satisfaction. The researchers rejected the null hypothesis. What was the primary independent variable in this study?

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If α = .05, β = .15, N =100, and S = 25, what is the power?

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Which of the following would a researcher be LEAST likely to use to examine the practical difference between two sample means?

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