Commercial Movie Releases The yearly data have been published showing the number of releases for each of the commercial movie studios and the gross receipts for those studios thus far. The regression line equation is y′=+271.596 + 4.775x.The correlation coefficient is r = 0.860. Compute the standard error of the estimate rounded to at least two decimal places, if appropriate. Assume α=0.01. No. of releases, x 8 10 306 22 270 35 21 12 Gross receipts, y (million $ ) 188 241 1371 1064 1962 334 125 154 Pick the best option (A OR B) based on the data given. (A) The standard error of the estimate should be calculated. S est= (B) The standard error of the estimate should not be calculated.
Commercial Movie Releases The yearly data have been published showing the number of releases for each of the commercial movie studios and the gross receipts for those studios thus far. The regression line equation is y′=+271.596 + 4.775x.The correlation coefficient is r = 0.860. Compute the standard error of the estimate rounded to at least two decimal places, if appropriate. Assume α=0.01. No. of releases, x 8 10 306 22 270 35 21 12 Gross receipts, y (million $ ) 188 241 1371 1064 1962 334 125 154 Pick the best option (A OR B) based on the data given. (A) The standard error of the estimate should be calculated. S est= (B) The standard error of the estimate should not be calculated.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Commercial Movie Releases The yearly data have been published showing the number of releases for each of the commercial movie studios and the gross receipts for those studios thus far. The regression line equation is y′=+271.596 + 4.775x.The
| No. of releases,
x
|
8
|
10
|
306
|
22
|
270
|
35
|
21
|
12
|
|---|---|---|---|---|---|---|---|---|
| Gross receipts,
y
$
|
188
|
241
|
1371
|
1064
|
1962
|
334
|
125
|
154
|
Pick the best option (A OR B) based on the data given.
(A) The standard error of the estimate should be calculated.
S
est=
S
est=
(B) The standard error of the estimate should not be calculated.
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