A farmer is interested in predicting the weight (in grams) of a pumpkin based on its circumference (in centimeters). Measurements were obtained from a random sample of 50 pumpkins, and the regression equation turned out to be as follows: Predicted weight = -2902.12 +86.14(clrcumference). Which one of the following statements gives an accurate Interpretation of the slope? O As the circumference of a pumpkin increases by one centimeter, the weight of the pumpkin is predicted to increase by 86.14 grams. O As the weight of a pumpkin increases by one gram, the circumference of the pumpkin is predicted to decrease by 2902.12 centimeters. O As the circumference of a pumpkin increases by one centimeter, the weight of the pumpkin is predicted to decrease by 2902.12 grams. O Approximately 86.14% of the variability in pumpkin weight can be explained by the regression equation. O As the weight of a pumpkin increases by one gram, the circumference of the pumpkin is predicted to increase by 86.14 centimeters.

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A farmer is interested in predicting the weight (in grams) of a pumpkin based on its circumference (in
centimeters). Measurements were obtained from a random sample of 50 pumpkins, and the regression
equation turned out to be as follows:
Predicted weight = -2902.12 +86.14(clrcumference).
Which one of the following statements gives an accurate Interpretation of the slope?
As the circumference of a pumpkin increases by one centimeter, the weight of the pumpkin is predicted to
increase by 86.14 grams.
O As the weight of a pumpkin increases by one gram, the circumference of the pumpkin is predicted to
decrease by 2902.12 centimeters.
O As the circumference of a pumpkin increases by one centimeter, the weig
decrease by 2902.12 grams.
of the pumpkin is predicted to
O Approximately 86.14% of the variability in pumpkin weight can be explained by the regression equation.
O As the weight of a pumpkin increases by one gram, the circumference of the pumpkin is predicted to increase
by 86.14 centimeters.
Transcribed Image Text:A farmer is interested in predicting the weight (in grams) of a pumpkin based on its circumference (in centimeters). Measurements were obtained from a random sample of 50 pumpkins, and the regression equation turned out to be as follows: Predicted weight = -2902.12 +86.14(clrcumference). Which one of the following statements gives an accurate Interpretation of the slope? As the circumference of a pumpkin increases by one centimeter, the weight of the pumpkin is predicted to increase by 86.14 grams. O As the weight of a pumpkin increases by one gram, the circumference of the pumpkin is predicted to decrease by 2902.12 centimeters. O As the circumference of a pumpkin increases by one centimeter, the weig decrease by 2902.12 grams. of the pumpkin is predicted to O Approximately 86.14% of the variability in pumpkin weight can be explained by the regression equation. O As the weight of a pumpkin increases by one gram, the circumference of the pumpkin is predicted to increase by 86.14 centimeters.
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