The slope was found to be b, = 6.715 and will be used to find the intercept, bo. The formula for the slope follows. bo = y – b,x Substitute the computed values b, = 6.715, y = 228.9, and x = 31.6 into the formula to find the y intercept bo, rounding the result to three decimal places. bo = y - b,x = 228.9 – 6.715( 31.6 = 16.706 Therefore, the estimated linear regression equation is as follows where the slope and y-intercept are rounded to three decimal places. ŷ = 16.706 + 6.715x x

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Step 7
The slope was found to be b, = 6.715 and will be used to find the intercept, bo. The formula for the slope follows.
1
bo = y – b,x
%D
Substitute the computed values b,
3D 6.715, у
228.9, and x
= 31.6 into the formula to find the y intercept bo, rounding the result to three decimal places.
0,
bo = y - b,x
= 228.9 – 6.715(
31.6
16.706
Therefore, the estimated linear regression equation is as follows where the slope and y-intercept are rounded to three decimal places.
ŷ = 16.706 + 6.715x x
Transcribed Image Text:Step 7 The slope was found to be b, = 6.715 and will be used to find the intercept, bo. The formula for the slope follows. 1 bo = y – b,x %D Substitute the computed values b, 3D 6.715, у 228.9, and x = 31.6 into the formula to find the y intercept bo, rounding the result to three decimal places. 0, bo = y - b,x = 228.9 – 6.715( 31.6 16.706 Therefore, the estimated linear regression equation is as follows where the slope and y-intercept are rounded to three decimal places. ŷ = 16.706 + 6.715x x
Expert Solution
Step 1

Given that,

b1= 6.715,  b0= 16.706

Regression equation=?

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