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Online Trailer Views (millions) Opening Weekend Box Office Gross ($millions) 58.181 34.775 8.728 6.8 10.316 1.106 6.466 23.3 85.655 101.801 36.188 63.399 20.462 17.752 7.009

Online Trailer Views (millions)

Opening Weekend Box Office Gross ($millions)

58.181

34.775

8.728

6.8

10.316

1.106

6.466

23.3

85.655

101.801

36.188

63.399

20.462

17.752

7.009

15.518

4.575

9.239

44.308

34.812

6.35

19.96

25.567

13.929

2.181

4.275

59.175

143.513

7.419

11.506

12.53

12.864

12.717

4.772

2.597

4.063

1.725

2.872

4.018

4.965

3.965

5.906

4.884

1.881

29.73

98.069

1.848

3.128

4.986

13.388

7.579

11.204

53.442

54.132

3.301

1.843

33.496

19.82

4.355

9.849

11.292

14.024

57.358

43.271

77.195

171.612

5.87

7.983

35.606

57.243

3.69

13.198

43.927

87.818

4.989

4.69

6.63

33.377

0.942

3.705

2.258

1.513

11.327

18.47

8.966

12.202

15.177

4.357

13.714

30.436

31.231

53.003

52.612

46.607

16.235

13.003

6.884

3.776

11.698

18.223

2.827

3.471

23.075

13.602

12.606

40.011

0.826

1.385

27.536

20.13

7.273

3.404

3.323

1.207

4.267

10.951

3.79

8.344

7.597

11.614

12.912

13.501

7.067

5.106

5.02

1.985

7.739

22.8

16.795

13.689

7.643

2.08

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a. Construct a scatter plot. Choose the correct graph below. O A. O B. O C. O D. + + + + 100- 200- 100 200- Opening Gross ($mil) Trailer Views (mil) Opening Gross ($mil) Trailer Views (mil) O- 200 100 200 0 100 Opening Gross ($mil) Trailer Views (mil) Opening Gross ($mil) Trailer Views (mil)b. Assuming a linear relationship, use the least-squares method to determine the regression coefcients b0 and b1. b0 = - 0.86' b1 = 1.419' (Round the value of be to two decimal places as needed. Round the value of b1 to three decimal places as needed.) c. Interpret the meaning of the slope, by, in this problem. Select the correct choice below and fill in the answer box to complete your choice. (Round to three decimal places as needed.) A. The approximate predicted opening weekend box office gross when the number of online trailer views is 0 is $ million. O B. For each increase in opening weekend box office gross of $1 million, the number of online trailer views is expected to increase by million. C. For each increase of 1 million online trailer views, the predicted opening weekend box office gross is expected to increase by $ 1.419 million. O D. The approximate online trailer views when the opening weekend box office gross is $0 is million. d. Predict the mean opening weekend box office gross for a movie that had 51 million online trailer views. The predicted mean opening weekend box office gross will be $ 71.53 million. (Round to two decimal places as needed.) e. What insights can be obtained about predicting opening weekend box office gross from online trailer views? A. As the mean opening weekend box office increases, the number of online trailer views can be expected to decrease. B. As the number of online trailer views increases, the mean opening weekend box office gross can be expected to increase. O C. There is no relationship between the number of online trailer views and the mean opening weekend box office gross. O D. As the mean opening weekend box office increases, the number of online trailer views can be expected to increase. O E. As the number of online trailer views increases, the mean opening weekend box office gross can be expected to decrease

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