Question: Height and Weight Using the data in the StudentSurvey dataset containing the students' weight and height, we use technology to find that a regression line

 Height and Weight Using the data in the StudentSurvey dataset containingthe students' weight and height, we use technology to find that a
regression line to predict weight (in pounds) from height (in inches) isWeight = - 170 + 4.82(Height). Click here for the dataset associated

Height and Weight Using the data in the StudentSurvey dataset containing the students' weight and height, we use technology to find that a regression line to predict weight (in pounds) from height (in inches) is Weight = - 170 + 4.82(Height). Click here for the dataset associated with this question. Part 1 Your answer is correct. (a) What weight does the line predict for a person who is 5 feet tall (60 inches)? Round your answer to one decimal place. Weight = 119.2 pounds What weight is predicted for someone 6 feet tall (72 inches)? Round your answer to two decimal places. Weight = 177.04 poundsPart 2 I Your answer is partially correct {bl What is the slope of the line? Round your answer to two decimal places. Wu H Interpret it in context. The Slope gives ' the expected change in weight of a person who is one inch taller V . eTextbook and Media Hint Assistance Used For the regression line 3: = a + bx, the slope b represents the predicted change in the response variable ygiven a one unit increase in the explanatory variable x. Save for Later Attempts: unlimited

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