1) We do not have enough information to say. 2) When height decreases by 1 inch,
ID: 3269630 • Letter: 1
Question
1) We do not have enough information to say. 2) When height decreases by 1 inch, weight increases by 4.225 pounds, holding all other variables constant. 3) When height increases by 4.225 inches, weight increases by 1 pound, holding all other variables constant. 4) When height increases by 1 inch, weight increases by 4.225 pounds, holding all other variables constant. 5) When height increases by 1 inch, weight decreases by 4.225 pounds, holding all other variables constant. 1) We do not have enough information to say. 2) When height decreases by 1 inch, weight increases by 4.225 pounds, holding all other variables constant. 3) When height increases by 4.225 inches, weight increases by 1 pound, holding all other variables constant. 4) When height increases by 1 inch, weight increases by 4.225 pounds, holding all other variables constant. 5) When height increases by 1 inch, weight decreases by 4.225 pounds, holding all other variables constant. 1) We do not have enough information to say. 2) When height decreases by 1 inch, weight increases by 4.225 pounds, holding all other variables constant. 3) When height increases by 4.225 inches, weight increases by 1 pound, holding all other variables constant. 4) When height increases by 1 inch, weight increases by 4.225 pounds, holding all other variables constant. 5) When height increases by 1 inch, weight decreases by 4.225 pounds, holding all other variables constant. Coef -8.633 4.225 0.822 Stdev 22.437 0.369 0.438 t-ratio P Constant height percent body fat 0.38 11.45 1.88 0.7071 8.107e-08 0.08529 s = 4.689 R-sq = 94 . 2% R-sq (adj) 93.23% = Analysis of Variance SOURCE Regression Error Total DF MSExplanation / Answer
The coefficent of the height variable is given to be 4.225 from the second column of the first table.
As it is positive this means that if there is a unit increase in height then there will be a 4.225 units increase in the dependent variable value that is the weight.
And when there is a 1 unit decrease then there will be a 4.225 units decrease in weight as well.
Therefore 4) When height increases by 1 inch, weight increases by 4.225 pounds, holding all other variables constant.
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