AIM 5: Explain the application of the Gauss-Markov and Central Limit Theorem in OLS estimates.
1、The Gauss-Markov theorem says that if the classical linear regression model assumptions are true, then the OLS estimators have all of the following properties except the:
A) OLS estimated coefficients are based upon linear functions.
B) OLS estimated coefficients are unbiased, which means E(b0) = B0 and E(b1) = B1.
C) OLS estimate of the variance of the errors is unbiased, i.e., E()= σ2.
D) OLS estimated coefficients have the minimum absolute error when compared to other methods of estimating the coefficients, i.e., they are the most precise. |