Consider the following information:
n = 19 $\bar{x}$ = 9.959 $\bar{y}$ = 0.6679 S_xx = 1173.45 S_xy = 20.480 S_yy = 0.41771
A) If x is the predictor variable, determine the proportion of variation in y, that is explained by linear regression.
B) If y is the predictor variable, determine the proportion of variation in x, that is explained by linear regression.
Round your answers to three decimal places.

Question

Consider the following information:
n = 19

\bar{x}

= 9.959

\bar{y}

= 0.6679 S_xx = 1173.45 S_xy = 20.480 S_yy = 0.41771
A) If x is the predictor variable, determine the proportion of variation in y, that is explained by linear regression.
B) If y is the predictor variable, determine the proportion of variation in x, that is explained by linear regression.
Round your answers to three decimal places.

Quizplus · Accepted Answer

The Answer of Consider the following information: n = 19 $ \bar{x}$ = 9.959 $ \bar{y}$ = 0.6679 S_xx = 1173.45 S_xy = 20.480 S_yy = 0.41771 A) If x is the predictor variable, determine the proportion of variation in y, that is explained by linear regression. B) If y is the predictor variable, determine the proportion of variation in x, that is explained by linear regression. Round your answers to three decimal places.

Consider the Following Information: N = 19 xˉ \bar{x}xˉ = 9959

Consider the Following Information:
N = 19 $\bar{x}$ = 9959