Exam 6: An Introduction to Correlation and Regression
Exam 1: A Gentle Introduction25 Questions
Exam 2: Descriptive Statistics: Understanding Distributions of Numbers25 Questions
Exam 3: Statistical Parameters: Measures of Central Tendency and Variation25 Questions
Exam 4: Standard Scores, the Z Distribution, and Hypothesis Testing25 Questions
Exam 5: Inferential Statistics: The Controlled Experiment, Hypothesis Testing, and the Z Distribution15 Questions
Exam 6: An Introduction to Correlation and Regression30 Questions
Exam 7: The T Test for Independent Groups15 Questions
Exam 8: The T Test for Dependent Groups20 Questions
Exam 9: Analysis of Variance Anova: One-Factor Completely Randomized Design30 Questions
Exam 10: After a Significant Analysis of Variance: Multiple Comparison Tests16 Questions
Exam 11: Analysis of Variance Anova: One-Factor Repeated-Measures Design10 Questions
Exam 12: Analysis of Variance: Two-Factor Completely Randomized Design25 Questions
Exam 13: Post Hoc Analysis of Factorial Anova20 Questions
Exam 14: Factorial Anova: Additional Designs20 Questions
Exam 15: Nonparametric Statistics: The Chi-Square Test20 Questions
Exam 16: Other Statistical Parameters and Tests20 Questions
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According to the text, what are the consequences of the Type I error in the Mozart effect?
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In multiple regression, the adjusted R-square can be interpreted as
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To test for the significance of a Pearson correlation, one must use the _______________ distribution.
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The _____________ hypothesis establishes whether a one-tailed or two-tailed significance test will be used.
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A consumer psychologist wants to know if shoe size and weight are correlated in adult males. She measures the shoe size and asks the weight of 14 consecutive customers. They are as follows: size 9, 176 lbs.; size 7.5, 141 lbs.; size 10, 185 lbs.; size 12, 202 lbs.; size 9.5, 174 lbs.; size 10, 150 lbs.; size 10, 193 lbs.; size 10.5, 237 lbs.; size 13, 248 lbs.; size 8, 159 lbs.; size 8.5, 136 lbs.; size 9.5, 174 lbs.; size 9, 172 lbs.; and size 11, 183 lbs.
-The percentage of variance in shoe size that can be accounted by weight is
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In multiple regression, the ANOVA table tells us whether the three main regression coefficients (R, R-square, adjusted R-square) are significantly different from
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A consumer psychologist wants to know if shoe size and weight are correlated in adult males. She measures the shoe size and asks the weight of 14 consecutive customers. They are as follows: size 9, 176 lbs.; size 7.5, 141 lbs.; size 10, 185 lbs.; size 12, 202 lbs.; size 9.5, 174 lbs.; size 10, 150 lbs.; size 10, 193 lbs.; size 10.5, 237 lbs.; size 13, 248 lbs.; size 8, 159 lbs.; size 8.5, 136 lbs.; size 9.5, 174 lbs.; size 9, 172 lbs.; and size 11, 183 lbs.
-The Pearson correlation on these data is r =
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In a multiple regression analysis, the final section of the output contains the coefficients.Which of these coefficients is of primary concern?
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