Using data from the LPGA tour, a regression analysis was performed using x average driving distance and y scoring average Using the output from the regression analysis shown below, determine the equation of the least squares regression line a y 87 974 2 391x b y 87 974 1 01216x c y 87 9740 060934x d y 0 060934 1 01216x e y 0 060934 87 947x Select the best answer Predictor oef SE Coef Constant 87 974000 2 391000 36 78 0 000 Driving Distance S 1 01216 0 060934 0 009536 6 39 0 000 R Sq 22 1 R Sq(adj) 21 6

Question: Using data from the LPGA tour, a regression analysis was performed using x = average driving distance and y = scoring average. Using the output

Using data from the LPGA tour, a regression analysis was performed using x = average driving distance and y = scoring average. Using the output from the regression analysis shown below, determine the equation of the least-squares regression line.

Predictor Сoef SE Coef Constant 87.974000 2.391000 36.78 0.000 Driving Distance S= 1.01216 -0.060934 0.009536 -6.39 0.000 R-Sq = 22.1% R-Sq(adj) = 21.6%

a. ŷ = 87.974+2.391x

b. ŷ = 87.974+1.01216x

c. ŷ = 87.974−0.060934x

d. ŷ = −0.060934+1.01216x

e. ŷ = −0.060934+87.947x

Select the best answer.

Predictor oef SE Coef Constant 87.974000 2.391000 36.78 0.000 Driving Distance S= 1.01216 -0.060934 0.009536 -6.39 0.000 R-Sq = 22.1% R-Sq(adj) = 21.6%

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