A least squares regression line is f(x) = -3.19x + 123.63, r 0.59. The strength of the direction is:
A least squares regression line is f(x) = -3.19x + 123.63, r 0.59. The strength of the direction is:
MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Chapter1: Starting With Matlab
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What is the strength?

Transcribed Image Text:A least squares regression line is \( f(x) = -3.19x + 123.63 \), with a correlation coefficient \( r = 0.59 \).
The strength of the direction is:

Transcribed Image Text:**Question 8: The strength of the direction is:**
- ☐ Very weak
- ☐ Moderately weak
- ☐ Very strong
- ☐ Moderately strong
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