QUESTION 2
In multiple linear regression analysis, the number of independent variables should be
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as large as possible. |
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more than 5. |
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guided by economic theory. |
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enough to guarantee that statistical significance is achieved. |
QUESTION 3
Omitted variable bias occurs when
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always occurs when performing simple linear regression analysis. |
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independent variables that should be included in the analysis are not included and those independent variables are related to the variables in the regression model. |
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independent variables that should not be included in the analysis are included in the analysis. |
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always occurs when performing multiple linear regression analysis. |
QUESTION 4
Multiple linear regression analysis determines the
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linear relationship between the dependent variable and many independent variables. |
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true value of the population slope coefficient. |
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linear relationship between the dependent variable and exactly one independent variable. |
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true value of the population intercept. |
QUESTION 5
The “holding all other independent variables constant” condition is important
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because it comes at the end of every definition in economics. |
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because economists want to know how a change in the dependent variable affects the independent variable. |
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to ensure that the error term is correlated with the independent variables. |
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to ensure that we are correctly estimating marginal effects. |
2. The number of variables you include in your multiple regression analysis are needed to be guided and based on your economic theory. There is no such limit to the number of variable that can be introduced into the model. This choice of number of variables should be carefully made keeping in mind the need and demand of the theory that you are pursuing. Thus, option C is correct.
QUESTION 2 In multiple linear regression analysis, the number of independent variables should be as large...
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Suppose that you estimate a multiple regression model, but that you inadvertently omit an explanatory variable that is correlated with the dependent variable. In this case, the coefficients on the included variables will always be unbiased, but the standard errors and test statistics will be biased. the coefficients on the included variables will always be biased. there is no effect on the coefficients of the included variables since the omitted variable has been omitted. the coefficients on the included variables...
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