True or false: ? a. If a line does not go through the point (x = average(x), y = average(y)), it cannot be the regression line for y vs. x. b. If a line does not go through the point of averages (the point mentioned in part (a)), it cannot be the SD line for y vs. x. ?
True or false: ? a. If a line does not go through the point (x = average(x), y = average(y)), it cannot be the regression line for y vs. x. b. If a line does not go through the point of averages (the point mentioned in part (a)), it cannot be the SD line for y vs. x. ?
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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Question

Transcribed Image Text:True or false:
?
a. If a line does not go through the point (x = average(™), y = average(y)), it cannot be the regression line for y vs. x.
b. If a line does not go through the point of averages (the point mentioned in part (a)), it cannot be the SD line for y vs. z.
?
V
Expert Solution

Step 1
Regression equation :
It is the line made such type that the average distance of each point from line remain at minimum distance from line .
Y = a + bX
b = slope = SP/SSx
SP = sum of product
SSx = sum of square of x
a = My - bMx
SD line :
It is the line which shows how(x and y) varying by steep or flat line can be get on the basis of the ratio of standard deviations (Sx/Sy)
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