Exam 16: Multivariate Analysis

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Multivariate regression is more likely than bivariate regression to produce a specification error.

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Path analysis provides quantitative estimates of both direct and indirect effects.

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A multivariate cross-tabulation with one control variable is called

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A dummy variable in a multiple regression analysis is

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Which of the following statements is not true of path analysis?

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In nonexperimental research, as in experiments, it is possible to control statistically for variables that have not been measured.

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R2 is a popular measure of how well a statistical model fits the data.

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Table 1 Table 1    -Which statement best summarizes the outcome in Table 1? -Which statement best summarizes the outcome in Table 1?

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The presence of a __________ variable makes a relationship __________.

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A partial-regression coefficient in a multiple regression equation

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Explain the difference between the regression coefficient in bivariate regression and the partial-regression coefficient in multiple regression.

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The following tables show the relationship, for employed respondents, between hours per week the respondent usually works (Work hours), level of education (number of years completed), and sex for the 2016 GSS. The following tables show the relationship, for employed respondents, between hours per week the respondent usually works (Work hours), level of education (number of years completed), and sex for the 2016 GSS.     a. Which variable is controlled in each partial table? b. Describe the relationship in each partial table. c. The first partial (for males) has a chi-square value of 1.07, with p > .10; the second table (for females) has a chi-square value of 15.5, with p < .001. What do these statistics reveal about the relationships between the variables? d. The zero-order association between level of education and usual hours worked per week was statistically significant. Comparing this result with the results of the partial tables, what type of elaboration outcome is shown? a. Which variable is controlled in each partial table? b. Describe the relationship in each partial table. c. The first partial (for males) has a chi-square value of 1.07, with p > .10; the second table (for females) has a chi-square value of 15.5, with p < .001. What do these statistics reveal about the relationships between the variables? d. The zero-order association between level of education and usual hours worked per week was statistically significant. Comparing this result with the results of the partial tables, what type of elaboration outcome is shown?

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