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USE THE FOLLOWING INFORMATION FOR QUESTIONS 10 - 15. 10. A researcher would like to determine if information available soon after a movie's release can

USE THE FOLLOWING INFORMATION FOR QUESTIONS 10 - 15.

10. A researcher would like to determine if information available soon after a movie's release can be used to predict total U.S. box office revenue ($M), which is referred to as USRevenue in the data set. They use the following explanatory variables:

Budget = Budget ($M)

Opening = Opening weekend box office revenue ($M)

Review = score from 0 to 100 summarizing reviews from movie critics

Minutes = run time of the movie in minutes

The Excel sheet for this question includes the some of the regression output.

What is the equation to find the predicted U.S. box office revenue? Fill in values below to three decimal places.

predicted USRevenuei = ______ + _______ *Budgeti + ________ *Openingi + __________ *Reviewi + _________ *Minutesi

11. What is the value of the residual standard error? Answer to three decimal places.

12. What is the R2value? Answer to three decimal places.

13. Calculate the F statistic for testing the significance of the regression. Answer to three decimal places.

14. What F critical value should be used to test the significance of the regression? Answer to three decimal places.

You do not need to complete the test for the significance of the regression.

15. Which of the variables are significant in the regression model using =0.05? Select all that apply:

  • Budget
  • Opening
  • Review
  • Minutes

Excel:

SUMMARY OUTPUT
Regression Statistics
Multiple R 0.970
R Square
Adjusted R Square 0.934
Standard Error
Observations 44
ANOVA
df SS MS
Regression 4 218185.033 54546.258
Residual 39 13856.334 355.291
Total 43 232041.367
Coefficients Standard Error t Stat P-value Lower 95% Upper 95%
Intercept 25.927 22.760 1.139 0.262 -20.110 71.963
Budget 0.091 0.075 1.216 0.231 -0.061 0.243
Opening 2.655 0.193 13.780 0.000 2.265 3.045
Review 0.408 0.204 1.996 0.053 -0.005 0.821
Minutes -0.389 0.229 -1.694 0.098 -0.853 0.075

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