The following table gives the yearly income (in thousands of dollars) of a large corporation for the years past 1987.| Years past 1987 | Income ||-----------------|---------|| 0 | 336.7 || 1 | 409.1 || 2 | 484.3 || 3 | 558.1 || 4 | 625.9 || 5 | 703.1 || 6 | 772.8 || 7 | 845.3 || 8 | 914.1 || 9 | 986.2 |The predictive regression equation of the yearly income for the years past 1987 is $\hat{y} = 338.84 + 72.16x$.Predict the income in the 14th year after 1987.Round your answer to two decimal places.Income = [Input Box]

Answered: Image /qna-images/answer/a8818727-2498-4b76-b8d1-2b0a3d9ddb9c.jpg

The following table gives the yearly income (in thousands of dollars) of a large corporation for the years past 1987. Years past 1987 Income 336.7 409.1 484.3 2 3 558.1 4 625.9 5 703.1 772.8 7 845.3 8 914.1 986.2 The predictive regression equation of the yearly income for the years past 1987 is y = 338.84 + 72.16x.

The following table gives the yearly income (in thousands of dollars) of a large corporation for the years past 1987. Years past 1987 Income 336.7 409.1 484.3 2 3 558.1 4 625.9 5 703.1 772.8 7 845.3 8 914.1 986.2 The predictive regression equation of the yearly income for the years past 1987 is y = 338.84 + 72.16x.

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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