SOLUTION: Please check if my answer is right for this.
Find the least squares regression line of the data below using the regression feature of a graphing utility. Then, find the average
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Find the least squares regression line of the data below using the regression feature of a graphing utility. Then, find the average
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Question 1052550: Please check if my answer is right for this.
Find the least squares regression line of the data below using the regression feature of a graphing utility. Then, find the average lengths of cellular calls for the year 2013.
Number Chart: https://s15.postimg.org/3la5pgvcr/graph_gain.png
A.) minutes
B.) minutes -- my answer
C.) minutes
D.) minutes Found 2 solutions by Fombitz, rothauserc:Answer by Fombitz(32388) (Show Source):
You can put this solution on YOUR website! The regression line is,
Typically a regression line is used to interpolate not extrapolate.
Given that caveat,
I guess 4.08 is the closest answer.
You can put this solution on YOUR website! The least square regression line is
:
y = 0.122x -241.461
:
For the year 2013, y = 4.125
:
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Select answer B)
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