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Interpret the Coefficients of a Multiple Regression Equation
-Given the Regression

Question 64

Multiple Choice

Interpret the Coefficients of a Multiple Regression Equation
-Given the regression equation that relates a student's weight to the number of hours spent on the computer, xx , the number of hours viewing television, x2x 2 , and the number of hours on their cell phone, x3x _ { 3 } , per day as y^=125.5+3.26x1+4.27x2+1.75x3\hat { \mathrm { y } } = 125.5 + 3.26 \mathrm { x } _ { 1 } + 4.27 \mathrm { x } _ { 2 } + 1.75 \mathrm { x } _ { 3 } . What is a student's expected weight change if the amount of television is increased by 1 hour, the number of hours watching television and talking on their cell phone stayed the same?


A) 4.274.27 pounds
B) 3.263.26 pounds
C) 1.751.75 pounds
D) 125.5125.5 pounds

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