Exam 13: Multiple Regression

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In a regression with 60 observations and 7 predictors,there will be ________ residuals.

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A log transformation might be appropriate to alleviate which problem(s)?

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Which is not a name often given to an independent variable that takes on just two values (0 or 1)according to whether or not a given characteristic is absent or present?

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Based on the following regression ANOVA table,what is the R2? Based on the following regression ANOVA table,what is the R2?

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The backward elimination of stepwise regression

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Simple tests for nonlinearity in a regression model can be performed by

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Using data for a large sample of cars (n = 93),a statistics student calculated a matrix of correlation coefficients for selected variables describing each car.(a)In the spaces provided,write the two-tailed critical values of the correlation coefficient for α = .05 and α = .01 respectively.Show how you derived these critical values.(b)Mark with * all correlations that are significant at α = .05,and mark with ** those that are significant at α = .01.(c)Why might you expect a negative correlation between Weight and HwyMPG? (d)Why might you expect a positive correlation between HPMax and Length? Explain your reasoning.(e)Why is the matrix empty above the diagonal? Using data for a large sample of cars (n = 93),a statistics student calculated a matrix of correlation coefficients for selected variables describing each car.(a)In the spaces provided,write the two-tailed critical values of the correlation coefficient for α = .05 and α = .01 respectively.Show how you derived these critical values.(b)Mark with * all correlations that are significant at α = .05,and mark with ** those that are significant at α = .01.(c)Why might you expect a negative correlation between Weight and HwyMPG? (d)Why might you expect a positive correlation between HPMax and Length? Explain your reasoning.(e)Why is the matrix empty above the diagonal?       Using data for a large sample of cars (n = 93),a statistics student calculated a matrix of correlation coefficients for selected variables describing each car.(a)In the spaces provided,write the two-tailed critical values of the correlation coefficient for α = .05 and α = .01 respectively.Show how you derived these critical values.(b)Mark with * all correlations that are significant at α = .05,and mark with ** those that are significant at α = .01.(c)Why might you expect a negative correlation between Weight and HwyMPG? (d)Why might you expect a positive correlation between HPMax and Length? Explain your reasoning.(e)Why is the matrix empty above the diagonal?       Using data for a large sample of cars (n = 93),a statistics student calculated a matrix of correlation coefficients for selected variables describing each car.(a)In the spaces provided,write the two-tailed critical values of the correlation coefficient for α = .05 and α = .01 respectively.Show how you derived these critical values.(b)Mark with * all correlations that are significant at α = .05,and mark with ** those that are significant at α = .01.(c)Why might you expect a negative correlation between Weight and HwyMPG? (d)Why might you expect a positive correlation between HPMax and Length? Explain your reasoning.(e)Why is the matrix empty above the diagonal?

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Which statement best describes this regression where Y = highway miles per gallon (MPG)in 91 cars? Which statement best describes this regression where Y = highway miles per gallon (MPG)in 91 cars?    Which statement best describes this regression where Y = highway miles per gallon (MPG)in 91 cars?

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There is one residual for each predictor in the regression model.

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Which is not a correct way to find the coefficient of determination?

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In a multiple regression with five predictors in a sample of 56 U.S.cities,what would be the critical value for an F-test of overall significance at α = .05?

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In a regression,the model with the best fit is preferred over all other models.

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A regression of Y using four independent variables X1,X2,X3,X4 could also have up to four nonlinear terms (X2)and six simple interaction terms (XjXk)if you have enough observations to justify them.

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A negative estimated coefficient in a regression usually indicates a weak predictor.

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Unlike other predictors,a binary predictor has a t-value that is either 0 or 1.

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Which of the following is not true of the standard error of the regression?

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A regression with 72 observations and 9 predictors violates

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The random error term in a regression model reflects all factors omitted from the model.

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The F-test for ANOVA in a regression model with 4 predictors and 47 observations would have how many degrees of freedom?

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Which statement is incorrect?

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