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Consider the Regression Equation Y = 5 + 16X1

Question 4

Multiple Choice

Consider the regression equation Y = 5 + 16X1 + 38X2 relating annual expenditures on a particular product Y to X1 and X2, where Consider the regression equation Y = 5 + 16X<sub>1</sub> + 38X<sub>2</sub> relating annual expenditures on a particular product Y to X<sub>1</sub> and X<sub>2</sub>, where   Which of the following is FALSE? The equation suggests A)  An upper class person could be expected on the average to spend $38 per year more than a lower class person on the product. B)  A middle class person could be expected on the average to spend $16 more per year on the product than a lower class person. C)  A lower class person could be expected on the average to spend $5 per year on the product. D)  An upper class person could be expected on the average to spend $22 more per year on the product than a middle class person. E)  An upper class person could be expected on the average to spend $38 per year on the product.
Which of the following is FALSE? The equation suggests


A) An upper class person could be expected on the average to spend $38 per year more than a lower class person on the product.
B) A middle class person could be expected on the average to spend $16 more per year on the product than a lower class person.
C) A lower class person could be expected on the average to spend $5 per year on the product.
D) An upper class person could be expected on the average to spend $22 more per year on the product than a middle class person.
E) An upper class person could be expected on the average to spend $38 per year on the product.

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