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Scholars believe that weight is predictive of the number of training bags high school students can carry during the training. Participants# Weight (lb.) # of

  1. Scholars believe that weight is predictive of the number of training bags high school students can carry during the training.

Participants#

Weight (lb.)

# of training bags

1

73

15

2

68

12

3

70

14

4

67

8

5

66

18

6

62

8

= 406,=27542, = 75,=1017, = 5111

2A. Create the regression equation that predicts number of bags high school students could carry based on weight. (3 points)

2B. Suppose a high school student is 71 lbs. Estimate the number of training bags he/she could carry. (2 points)

2C. What is the y-intercept of the regression equation? (2 points)

2D. For each unit increase in weight (1 lb), how much would you predict the number of training bags would increase?

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