Using the data in Exercise 1, show that the estimate of the slope given by βˆchis 0.0057. In contrast, the OLS estimate is 0.0045, and βˆm= 0.0042. Comment on the difference among the three estimates.
Let T be any regression estimator that is affine equivariant. Let A be any nonsingular square matrix. Argue that the predicted y values, yˆi, remain unchanged when xiis replaced by xiA.
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