Answer:
The residual e=2 when x = 5.
Step-by-step explanation:
A scatter plot containing the point (5, 29), it means the observed value at x=5 it 29.
The given regression equation is

Substitute x=5 in the above regression equation, to find the predicted value at x=-5.

The formula to find the residual value e is
e = Observed value - Predicted value


Therefore the residual e=2 when x = 5.