Exam 14: Multiple Regression Analysis

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If a data set of 10 observations is used in a multiple regression analysis with 10 independent variables, then ____________.

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If the hypothesis H0: β1 = 0, is rejected, then the sample regression coefficient b1 indicates the change in the predicted value for a unit change in X1 when all other Xi variables are held constant.

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A multiple regression analysis showed the following results of the individual independent variables. A multiple regression analysis showed the following results of the individual independent variables.   X<sub>4</sub> is a qualitative variable. If X<sub>4</sub> is equal to one, what is the variable's effect on the dependent variable? X4 is a qualitative variable. If X4 is equal to one, what is the variable's effect on the dependent variable?

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In a multiple regression analysis, the statistic used to evaluate the presence of correlated independent variables is __________________.

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The following correlations were computed as part of a multiple regression analysis that used education, job, and age to predict income. The following correlations were computed as part of a multiple regression analysis that used education, job, and age to predict income.   Which is the dependent variable? Which is the dependent variable?

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Given a multiple linear regression equation, Ŷ = 5.1 + 2.2X1 - 3.5X2 (assuming other things are held constant), for a unit increase in the independent variable, X2, Given a multiple linear regression equation, Ŷ = 5.1 + 2.2X<sub>1</sub> - 3.5X<sub>2</sub> (assuming other things are held constant), for a unit increase in the independent variable, X<sub>2</sub>,   will decrease by _______ units. will decrease by _______ units.

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A multiple regression analysis showed the following ANOVA table result. A multiple regression analysis showed the following ANOVA table result.   Based on the information in the ANOVA, what is the decision regarding the global null hypothesis? Based on the information in the ANOVA, what is the decision regarding the global null hypothesis?

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If the coefficient of multiple determination is 0.81, what percent of variation is not explained?

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A researcher is studying the effect of 10 different variables on a critical measure of business performance. A multiple regression analysis including all 10 variables is performed. What criterion could be used to eliminate 1 of the 10 variables?

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What can we conclude if the global test of regression does not reject the null hypothesis?

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A multiple regression model includes (X1)(X2). The term is called ________.

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Twenty-one executives in a large corporation were randomly selected to study the effect of several factors on annual salary (expressed in $000s). The factors selected were age, seniority, years of college, number of company divisions they had been exposed, to and the level of their responsibility. The results of the regression analysis follow: Twenty-one executives in a large corporation were randomly selected to study the effect of several factors on annual salary (expressed in $000s). The factors selected were age, seniority, years of college, number of company divisions they had been exposed, to and the level of their responsibility. The results of the regression analysis follow:   Which one of the following is the dependent variable? Which one of the following is the dependent variable?

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A multiple regression analysis showed the following ANOVA table result. A multiple regression analysis showed the following ANOVA table result.   Based on the information in the ANOVA, what is the multiple coefficient of determination expressed as a percent? Based on the information in the ANOVA, what is the multiple coefficient of determination expressed as a percent?

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The best example of an alternate hypothesis for a global test of a multiple regression model is ______________.

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Twenty-one executives in a large corporation were randomly selected to study the effect of several factors on annual salary (expressed in $000s). The factors selected were age, seniority, years of college, number of company divisions they had been exposed to, and the level of their responsibility. The results of the regression analysis follow: Twenty-one executives in a large corporation were randomly selected to study the effect of several factors on annual salary (expressed in $000s). The factors selected were age, seniority, years of college, number of company divisions they had been exposed to, and the level of their responsibility. The results of the regression analysis follow:   Write out the multiple regression equation Write out the multiple regression equation

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