Use the following information for questions:
The relation between y = ideal weight (lbs) and x =actual weight (lbs), based on data fromn = 119 women, resulted in the regression line $\hat{y}$ = 44 + 0.60 x
-What is the interpretation of the value 44 in the regression for this question?
A) The slope of the regression line.
B) The difference between the actual and ideal weight for a woman who weighs 100 pounds.
C) The ideal weight for a woman who weighs 0 pounds.
D) None of the above

Question

Use the following information for questions:
 The relation between y = ideal weight (lbs) and x =actual weight (lbs), based on data fromn = 119 women, resulted in the regression line $\hat{y}$ = 44 + 0.60 x
-What is the interpretation of the value 44 in the regression for this question?
A) The slope of the regression line.
B) The difference between the actual and ideal weight for a woman who weighs 100 pounds.
C) The ideal weight for a woman who weighs 0 pounds.
D) None of the above

Quizplus · Accepted Answer

The Answer of Use the following information for questions:
 The relation between y = ideal weight (lbs) and x =actual weight (lbs), based on data fromn = 119 women, resulted in the regression line $\hat{y}$ = 44 + 0.60 x
-What is the interpretation of the value 44 in the regression for this question?
A) The slope of the regression line.
B) The difference between the actual and ideal weight for a woman who weighs 100 pounds.
C) The ideal weight for a woman who weighs 0 pounds.
D) None of the above

Use the Following Information for Questions: the Relation Between y^\hat{y}y^​

Use the Following Information for Questions:
the Relation Between $\hat{y}$