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Fundamental Statistics for the Behavioral Sciences
Quiz 11: Multiple Regression
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Question 41
True/False
Individual predictors cannot be individually associated with the criterion variable if R is not different from 0 (i.e., if the entire model is not significant).
Question 42
True/False
Multiple regression examines the degree of association between any predictor and the criterion variable controlling for other predictors in the equation.
Question 43
True/False
In a regression predicting adolescent delinquent behavior from gender, the number of delinquent peers in the social network, and parental under control, R
2
= .60. This means each of the variables accounted for 36% of the variability in delinquent behavior.
Question 44
True/False
Any association that was significant as a simple correlation will be significant in a multiple regression equation predicting the same criterion variable.
Question 45
Essay
If you wanted to identify mothers who needed a parenting intervention to enhance sensitivity and could only collect two pieces of information from each family due to time and costs, which of the measures in the previous example would you select? Why?
Question 46
Short Answer
Are the set of predictors significantly associated with maternal sensitivity?
Question 47
Essay
Given the information in the following table, create the corresponding regression equation.
Question 48
True/False
In multiple regression, the criterion variable is predicted by more than one independent variable.
Question 49
Short Answer
Based on the previous regression equation you just created, estimate cancer anxiety given the following values. a. social support = 100; general anxiety = 50 b. social support = 25; general anxiety = 7
Question 50
True/False
Stepwise regression procedures capitalize on chance.
Question 51
Short Answer
Which individual predictors are significantly associated with maternal sensitivity?
Question 52
True/False
Multiple regression allows you to examine the degree of association between individual independent variables and the criterion variable AND the degree of association between the set of independent variables and the criterion variable.