Find the linear regression line for the following table of values. You will need to use a calculator, spreadsheet, or statistical software.
Enter your answer in the form y=mx+b, with m and b both rounded to two decimal places.
x |
y |
3 |
2.36 |
4 |
5.37 |
5 |
5.71 |
6 |
6.69 |
7 |
7.67 |
8 |
6.16 |
Provide your answer below:
solution:-
regression equation y = 0.77x + 1.44
explanation:-
regression equation y = m x + b
here m = n*∑XY-∑X*∑Y/n*∑X^2-(∑X)^2
= (6*200.22-33*33.96)/(6*199-(33)^2)
= 0.77
here b = ∑Y*∑X^2-∑X*∑XY/n*∑X^2-(∑X)^2
= (33.96*199-33*200.22)/(6*199-33^2)
= 1.44
=> regression equation y = 0.77x + 1.44
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