Consider the linear regression model (with deterministic regressors) y = B1 + B2x1 +€, &(0,0%) i.i.d., i = 1,...,n. Let
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Consider the linear regression model (with deterministic regressors) y = B1 + B2x1 +€, &(0,0%) i.i.d., i = 1,...,n. Let
Consider the linear regression model (with deterministic regressors) y = B1 + B2x1 +€, &(0,0%) i.i.d., i = 1,...,n. Let Ø = (B, B2) be the OLS estimator of B = (B.B.) and (X.)-X (x,-1) be another estimator of B. True False E[y] =E[y] O The estimator , is biased as ELB 1 = B. (X. - x) The estimator B, is an efficient estimator of Bi as only two observations are needed for its calculation. O o The estimator , isa linear estimator of B o VIS VIB1
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