Given the linear regression equation, y^=134. 63−2. 79x. What is the predicted value of y^ when x=45? (round answer to two decimal places, example: 3. 45)

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asked Sep 23, 2023 198k views

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Ludwig Van Beethoven · Answer 1 · 2023-09-29T13:44:38+0000

Answer:

9.08

Explanation:

To find the predicted value of y, put the x-value where x is in the equation and do the arithmetic.

Substitution

$\hat{y}=134.63-2.79x\qquad\text{given}\\\\\hat{y}=134.63-2.79(45) = 134.63-125.55\qquad\text{use 45 for x}\\\\\boxed{\hat{y}=9.08}\qquad\text{simplify}$

Given the linear regression equation, y^=134. 63−2. 79x. What is the predicted value of y^ when x=45? (round answer to two decimal places, example: 3. 45)

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1 Answer

Substitution

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