Introduction to Linear Regression
Answers
- Plug \( X = 4 \) into the equation to find \( Y'= 3(4) - 2 = 10 \)
- Plug \( A = 40 \) into the equation to find \( B'= 2.3(40) + 9.5 = 101.5 \)
- Predicted value, \( B' = 2.3(32.5) + 9.5 = 84.25 \); Error of prediction = \( B - B' = 95.25 - 84.25 = 11 \)
- Plug \( A = 40 \) into the equation to find \( B'= 2.3(40) + 9.5 = 101.5 \)
- Someone who scored the mean on \( X \) would be predicted to score the mean on \( Y \).
- \( b = r(sY/sX) = .5(1/2) = .25 \)
- \( b = 0.9143 \)