Deck 14: Multiple Regression Analysis
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Deck 14: Multiple Regression Analysis
1
Correlation among successive observations of the dependent variable is called ___________________________.
autocorrelation
2
A correlation matrix can be used to assess multicollinearity between independent variables.
True
3
To test the global hypothesis in multiple regression analysis, an F-statistic is used.
True
4
Stepwise regression analysis is a method that assists in selecting the most significant variables for a multiple regression equation.
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5
The multiple coefficient of determination,
, reports the proportion of the variation in Y that is not explained by the variation in the set of independent variables.

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6
Interaction occurs when the relationship between an independent variable and a dependent variable is affected by another independent variable.
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7
The variance inflation factor is used to select or remove independent variables to reduce the effects of multicollinearity in a multiple regression equation.
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8
In multiple regression, what statistic accounts for the variance of additional independent variables? _____________
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9
For a global test of a multiple regression equation, the F-statistic is based on the regression and residual degrees of freedom.
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10
In a multiple regression analysis, if the regression coefficient of a dummy variable is significant and has a sample value of 100, then the dummy variable's effect on the dependent variable is an increase of 100.
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11
A correlation matrix shows individual correlation coefficients for all pairs of variables.
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12
In multiple regression, what statistic summarizes the difference between the predicted and actual values of the dependent variable? __________________
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13
An example of a dummy variable is "time to product's first repair" in years.
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14
In multiple regression, what is the form of the global hypothesis test? _____________
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15
In multiple regression analysis, a residual is the difference between the value of an independent variable and its corresponding dependent variable value.
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16
Stepwise regression analysis is also called a "backward elimination" method.
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17
If the hypothesis, Ho: 1= 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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18
Multiple regression analysis is used when one independent variable is used to predict values of two or more dependent variables.
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19
In multiple regression, the Multiple
measures the proportion of _____________.

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20
In a multiple regression equation with three independent variables, X1, X2, and X3, the interaction term is expressed as (Y)(X1).
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21
In a multiple regression analysis ANOVA table, what determines the degrees of freedom associated with the regression sum of squares? ___________________
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22
In multiple regression analysis, a correlation matrix is used to check for ____________
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23
What test statistic is used to test the significance of (X1)(X2) in a multiple regression model? _____________________
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24
When applying Stepwise Regression, what is the basis for including an independent variable in a multiple regression model? _____________
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25
What analysis is used to develop an equation to predict an outcome based on two or more variables? _____________
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26
In multiple regression analysis, what scale is used to measure a dummy variable? _________________________
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27
Given a multiple linear regression equation
= 5.1 + 2.2X1 - 3.5X2, what will a unit increase in the independent variable, X2, mean in the change of
assuming other things are held constant? ________


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28
In a multiple regression analysis, how many sources of variation are listed? Name the sources of variation. _____________
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29
In a multiple regression analysis, what statistic is used to test for correlated independent variables? ___________________
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30
What test statistic is used to test the significance of an independent variable in a multiple regression model? ______
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31
When evaluating the assumptions of a multiple regression model, what additional variable is calculated for every observation in a data set? ________________
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32
When applying Stepwise Regression, how many independent variables are included in the first multiple regression model? _____________
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33
If a dependent variable and one or more independent variables are inversely related, what is the sign for the regression coefficients of the independent variables? ______________
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34
The Stepwise Regression procedure is also called __________.
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35
In multiple regression analysis, a dummy variable is coded as a _________________________.
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36
A multiple regression model includes three independent variables: X1, X2, and (X1)(X2). What is (X1)(X2) called? ________________________
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37
When the variance of the differences between the actual and the predicted values of the dependent variable are approximately the same, the variables are said to exhibit ______________________________.
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38
If the null hypothesis, Ho: 4 = 0, is not rejected, what effect does the independent variable, X4, have when predicting the dependent variable? ______
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39
If the null hypothesis, Ho: 1 = 0, is rejected, what effect does the independent variable, X1, have when predicting the dependent variable? ______
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40
In multiple regression, what statistic is used to test the global hypothesis? _____________
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41
When does multicollinearity occur in a multiple regression analysis?
A) The dependent variables are highly correlated.
B) The regression coefficients are correlated.
C) The independent variables are highly correlated.
D) The independent variables have no correlation.
A) The dependent variables are highly correlated.
B) The regression coefficients are correlated.
C) The independent variables are highly correlated.
D) The independent variables have no correlation.
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42
If the correlation between the two independent variables of a regression analysis is 0.11 and each independent variable is highly correlated to the dependent variable, what does this indicate?
A) Only one of the independent variables should be used in the regression equation.
B) The independent variables are strongly related.
C) Two separate regression equations are required.
D) Both independent variables should be used to predict the dependent variable.
A) Only one of the independent variables should be used in the regression equation.
B) The independent variables are strongly related.
C) Two separate regression equations are required.
D) Both independent variables should be used to predict the dependent variable.
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43
If a data set of ten observations is used in a multiple regression analysis with ten independent variables, then
A) the R2 will be equal to 1.0.
B) the multiple standard error of the estimate will be 1.0.
C) the independent variables will be correlated.
D) the regression coefficients will all equal 1.0.
A) the R2 will be equal to 1.0.
B) the multiple standard error of the estimate will be 1.0.
C) the independent variables will be correlated.
D) the regression coefficients will all equal 1.0.
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44
To evaluate the assumption of linearity, a multiple regression analysis should include
A) calculation of variance inflation factors.
B) hypothesis tests of individual regression coefficients.
C) scatter diagrams of the dependent variable plotted as a function of each independent variable.
D) an ANOVA table.
A) calculation of variance inflation factors.
B) hypothesis tests of individual regression coefficients.
C) scatter diagrams of the dependent variable plotted as a function of each independent variable.
D) an ANOVA table.
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45
In multiple regression analysis, when the independent variables are highly correlated, this situation is called ___________________.
A) Autocorrelation
B) Multicollinearity
C) Homoscedasticity
D) Curvilinearity
A) Autocorrelation
B) Multicollinearity
C) Homoscedasticity
D) Curvilinearity
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46
In multiple regression analysis, testing the global null hypothesis that all regression coefficients are zero is based on
A) a z statistic
B) a t statistic
C) an F statistic
D) binomial distribution
A) a z statistic
B) a t statistic
C) an F statistic
D) binomial distribution
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47
If the coefficient of multiple determination is 0.81, what percent of variation is not explained?
A) 19%
B) 90%
C) 66%
D) 81%
A) 19%
B) 90%
C) 66%
D) 81%
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48
If the correlation between the two independent variables of a regression analysis is 0.11 and each independent variable is highly correlated to the dependent variable, what does this indicate?
A) Multicollinearity between these two independent variables
B) A negative relationship is not possible
C) Only one of the two independent variables will explain a high percent of the variation
D) An effective regression equation
A) Multicollinearity between these two independent variables
B) A negative relationship is not possible
C) Only one of the two independent variables will explain a high percent of the variation
D) An effective regression equation
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49
In the general multiple regression equation, which of the following variables represents the Y-intercept?
A) b1
B) X1
C) Ŷ
D) a
A) b1
B) X1
C) Ŷ
D) a
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50
What does the multiple standard error of estimate measure?
A) Change in
for a change in X1
B) The "error" or variability in predicting Y
C) The regression mean square error in the ANOVA table
D) Amount of explained variation
A) Change in

B) The "error" or variability in predicting Y
C) The regression mean square error in the ANOVA table
D) Amount of explained variation
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51
If a multiple regression analysis is based on ten independent variables collected from a sample of 125 observations, what will be the value of the denominator in the calculation of the multiple standard error of estimate?
A) 125
B) 10
C) 114
D) 115
A) 125
B) 10
C) 114
D) 115
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52
A valid multiple regression analysis assumes or requires that
A) the dependent variable is measured using an ordinal, interval, or ratio scale
B) the residuals follow an F-distribution
C) the independent variables and the dependent variable have a linear relationship
D) the observations are autocorrelated
A) the dependent variable is measured using an ordinal, interval, or ratio scale
B) the residuals follow an F-distribution
C) the independent variables and the dependent variable have a linear relationship
D) the observations are autocorrelated
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53
In multiple regression analysis, how is the degree of association between a set of independent variables and a dependent variable measured?
A) Confidence intervals.
B) Autocorrelation.
C) Coefficient of multiple determination.
D) Standard error of estimate.
A) Confidence intervals.
B) Autocorrelation.
C) Coefficient of multiple determination.
D) Standard error of estimate.
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54
The adjusted R2 accounts for the number of independent variables by?
A) adding one to the R2
B) using the degrees of freedom
C) multiplying by the multiple standard error of the estimate
D) using a subscript for R2
A) adding one to the R2
B) using the degrees of freedom
C) multiplying by the multiple standard error of the estimate
D) using a subscript for R2
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55
The variance inflation factor can be used to
A) select or eliminate variables for a multiple regression model.
B) evaluate homoscedasticity.
C) evaluate the distribution of residuals.
D) test null hypothesis that all regression coefficients equal zero must be rejected.
A) select or eliminate variables for a multiple regression model.
B) evaluate homoscedasticity.
C) evaluate the distribution of residuals.
D) test null hypothesis that all regression coefficients equal zero must be rejected.
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56
If there are four independent variables in a multiple regression equation, there are also four
A) Y-intercepts.
B) regression coefficients.
C) dependent variables.
D) constant terms.
A) Y-intercepts.
B) regression coefficients.
C) dependent variables.
D) constant terms.
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57
In multiple regression analysis, residual analysis is used to test the requirement that
A) the variation in the residuals is the same for all predicted values of Y
B) the independent variables are the direct cause of the dependent variable
C) the number of independent variables included in the analysis is correct
D) prediction error is minimized
A) the variation in the residuals is the same for all predicted values of Y
B) the independent variables are the direct cause of the dependent variable
C) the number of independent variables included in the analysis is correct
D) prediction error is minimized
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58
What is the range of values for multiple R2?
A) -100% to +100% inclusive
B) -100% to 0% inclusive
C) 0% to +100% inclusive
D) Unlimited range
A) -100% to +100% inclusive
B) -100% to 0% inclusive
C) 0% to +100% inclusive
D) Unlimited range
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59
In a multiple regression ANOVA table, explained variation is represented by
A) the regression sum of squares
B) the total sum of squares
C) the residual mean square
D) the p-value
A) the regression sum of squares
B) the total sum of squares
C) the residual mean square
D) the p-value
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60
In multiple regression analysis, before testing the significance of the individual regression coefficients,
A) the intercept must equal 0.
B) the multiple standard error of the estimate must be less than the error mean square.
C) the null hypothesis that all regression coefficients equal zero must NOT be rejected.
D) the null hypothesis that all regression coefficients equal zero must be rejected.
A) the intercept must equal 0.
B) the multiple standard error of the estimate must be less than the error mean square.
C) the null hypothesis that all regression coefficients equal zero must NOT be rejected.
D) the null hypothesis that all regression coefficients equal zero must be rejected.
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61
Which statistic is used to test a global hypothesis about a multiple regression equation?
A) t-statistic
B) z-statistic
C)
(chi-square statistic)
D) F
A) t-statistic
B) z-statistic
C)

D) F
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62
What can we conclude if the global test of regression rejects the null hypothesis?
A) Strong correlations exist among the variables.
B) No relationship exists between the dependent variable and any of the independent variables.
C) At least one of the net regression coefficients is not equal to zero.
D) Good predictions are not possible.
A) Strong correlations exist among the variables.
B) No relationship exists between the dependent variable and any of the independent variables.
C) At least one of the net regression coefficients is not equal to zero.
D) Good predictions are not possible.
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63
What can we conclude if the global test of regression does not reject the null hypothesis?
A) A strong relationship exists among the variables
B) No relationship exists between the dependent variable and any of the independent variables
C) The independent variables are good predictors
D) Good forecasts are possible
A) A strong relationship exists among the variables
B) No relationship exists between the dependent variable and any of the independent variables
C) The independent variables are good predictors
D) Good forecasts are possible
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64
Multiple regression analysis is applied when analyzing the relationship between
A) An independent variable and several dependent variables
B) A dependent variable and several independent variables
C) Several dependent variables and several independent variables
D) Several regression equations and a single sample
A) An independent variable and several dependent variables
B) A dependent variable and several independent variables
C) Several dependent variables and several independent variables
D) Several regression equations and a single sample
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65
All other things being held constant, what is the change in the dependent variable for a unit change in the first independent variable for the multiple regression equation: Ŷ = 5.2 + 6.3X1 - 7.1 X2?
A) -7.1
B) +6.3
C) +5.2
D) +4.4
A) -7.1
B) +6.3
C) +5.2
D) +4.4
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66
In multiple regression analysis, a dummy variable is
A) An additional quantitative variable
B) A nominal variable with three or more values
C) A nominal variable with only two values
D) A new regression coefficient
A) An additional quantitative variable
B) A nominal variable with three or more values
C) A nominal variable with only two values
D) A new regression coefficient
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67
The degrees of freedom associated with the regression sum of squares equals
A) the number of independent variables
B) 1
C) F-ratio
D) (n - 2)
A) the number of independent variables
B) 1
C) F-ratio
D) (n - 2)
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68
What does the correlation matrix for a multiple regression analysis contain?
A) Multiple correlation coefficients
B) Simple correlation coefficients
C) Multiple coefficients of determination
D) Multiple standard errors of estimate
A) Multiple correlation coefficients
B) Simple correlation coefficients
C) Multiple coefficients of determination
D) Multiple standard errors of estimate
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69
In multiple regression analysis, residuals (Y - Ŷ) are used to:
A) Provide a global test of a multiple regression model.
B) Evaluate the assumption of linearity.
C) Calculate the variance inflation factor.
D) Compare two regression coefficients.
A) Provide a global test of a multiple regression model.
B) Evaluate the assumption of linearity.
C) Calculate the variance inflation factor.
D) Compare two regression coefficients.
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70
What happens as the scatter of data values about the regression plane increases?
A) Standard error of estimate increases
B) R2 increases
C) (1 - R2) decreases
D) Error sum of squares decreases
A) Standard error of estimate increases
B) R2 increases
C) (1 - R2) decreases
D) Error sum of squares decreases
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71
Which of the following is a characteristic of the F-distribution?
A) Normally distributed
B) Positively skewed
C) Negatively skewed
D) Equal to the t-distribution
A) Normally distributed
B) Positively skewed
C) Negatively skewed
D) Equal to the t-distribution
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72
In multiple regression, a dummy variable is significantly related to the dependent variable when
A) the global test of the regression equation is rejected.
B) the test of the dummy variable's regression coefficient is rejected.
C) the dummy variable is correlated with other independent variables.
D) the dummy variable is coded as 2 or 3.
A) the global test of the regression equation is rejected.
B) the test of the dummy variable's regression coefficient is rejected.
C) the dummy variable is correlated with other independent variables.
D) the dummy variable is coded as 2 or 3.
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73
Which statistic is used to test hypotheses about individual regression coefficients?
A) t-statistic
B) z-statistic
C)
(chi-square statistic)
D) F
A) t-statistic
B) z-statistic
C)

D) F
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74
The coefficient of determination measures the proportion of
A) explained variation relative to total variation.
B) variation due to the relationship among variables.
C) error variation relative to total variation.
D) variation due to regression.
A) explained variation relative to total variation.
B) variation due to the relationship among variables.
C) error variation relative to total variation.
D) variation due to regression.
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75
In a regression analysis, three independent variables are used in the equation based on a sample of forty observations. What are the degrees of freedom associated with the F-statistic?
A) 3 and 39
B) 4 and 40
C) 3 and 36
D) 2 and 39
A) 3 and 39
B) 4 and 40
C) 3 and 36
D) 2 and 39
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76
The best example of a null hypothesis for testing an individual regression coefficient is:
A) H0: 1 = 2 = 3 = 4 = 0
B) H0: µ1 = µ2 = µ3 = µ4 = 0
C) H0: 1 = 0
D) H0: 1 0
A) H0: 1 = 2 = 3 = 4 = 0
B) H0: µ1 = µ2 = µ3 = µ4 = 0
C) H0: 1 = 0
D) H0: 1 0
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77
In multiple regression analysis, residuals (Y - Ŷ) are used to:
A) Provide a global test of a multiple regression model.
B) Evaluate multicollinearity.
C) Evaluate homoscedasticity.
D) Compare two regression coefficients.
A) Provide a global test of a multiple regression model.
B) Evaluate multicollinearity.
C) Evaluate homoscedasticity.
D) Compare two regression coefficients.
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78
The best example of a null hypothesis for a global test of a multiple regression model is:
A) H0: 1 = 2 = 3 = 4 = 0
B) H0: µ1 = µ2 = µ3 = µ4 = 0
C) H0: 1 = 0
D) If F is greater than 20.00 then reject.
A) H0: 1 = 2 = 3 = 4 = 0
B) H0: µ1 = µ2 = µ3 = µ4 = 0
C) H0: 1 = 0
D) If F is greater than 20.00 then reject.
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79
In multiple regression analysis, residuals (Y - Ŷ) should be
A) qualitative variables.
B) significantly different from zero.
C) correlated.
D) normally distributed with a mean of zero.
A) qualitative variables.
B) significantly different from zero.
C) correlated.
D) normally distributed with a mean of zero.
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80
The best example of an alternate hypothesis for a global test of a multiple regression model is:
A) H1: 1 = 2 = 3 = 4 = 0
B) H1: 1 2 3 4
C) H1: Not all the 's are equal to 0
D) If F is less than 20.00 then fail to reject.
A) H1: 1 = 2 = 3 = 4 = 0
B) H1: 1 2 3 4
C) H1: Not all the 's are equal to 0
D) If F is less than 20.00 then fail to reject.
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