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Online Trailer Views(millions) Opening Weekend Box Office Gross(m) Online Trailer Views(millions) Opening Weekend Box Office Gross($millions 60.390 32.345 4.496 16.17 7.888 4.824 32.751 63.881 9.016

Online Trailer Views(millions) Opening Weekend Box Office Gross(m) Online Trailer Views(millions) Opening Weekend Box Office Gross($millions
60.390 32.345 4.496 16.17
7.888 4.824 32.751 63.881
9.016 6.752 5.069 14.333
8.549 23.928 45.778 86.873
82.919 102.610 4.989 4.690
34.468 64.508 6.630 33.377
18.895 21.203 0.942 3.705
8.314 12.642 2.258 1.513
1.486 6.302 11.327 18.470
44.882 34.593 8.966 12.202
6.872 18.809 15.177 40357
29.133 17.555 13.714 30.436
7.210 2.587 31.231 53.003
59.984 146.253 52.612 46.607
5.245 14.555 16.235 13.003
13.342 8.988 6.884 3.776
13.040 2.668 11.698 18.223
0.673 8.483 2.827 3.471
0.999 4.522 23.075 13.602
7.747 0.923 12.606 40.011
3.857 1.274 0.826 1.385
5.975 5.741 27.536 20.130
28.822 94.853 7.273 3.404
2.909 4.475 3.323 1.207
3.022 14.932 4.267 10.951
7.216 9.918 3.790 8.344
51.745 49.870 7.597 11.614
3.716 4.061 12.912 13.501
32.151 19.305 7.067 5.106
8.477 4.944 5.020 1.985
13.857 10.112 7.739 22.800
59.220 39.868 16.795 13.689
77.643 174.450 7.643 2.080

A box office analyst seeks to predict opening weekend box office gross for movies. Toward thisgoal, the analyst plans to use online trailer views as a predictor. For each of the 66 movies, the number of online trailer views from the release of the trailer through the Saturday before a movie opens and the opening weekend box office gross(in millions ofdollars) are collected and stored in the accompanying table. Complete parts(a) through(e) below.

a. Construct a scatter plot. Choose the correct graph below. D.

A scatter plot has a horizontal axis labeled Trailer Views in millions from 0 to 100 in increments of 10 and a vertical axis labeled Opening Gross in millions of dollars from 0 to 200 in increments of 20. About 70 plotted points follow the general pattern of a line segment that rises from left to right from (8, 2) to (78, 174). Most points are within 20 vertical units of the overall pattern. All coordinates are approximate.

Your answer is correct.

b. Assuming a linearrelationship, use theleast-squares method to determine the regression coefficients

b0 and b1.

b0= 6.21

b1= 0.469

(Round the value of b0 to two decimal places as needed. Round the value of b1 to three decimal places asneeded.)

(I keep getting this answer wrong. I've tried manual and Excel computations)

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