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Consider the Model Yi = β1Xi + Ui, Where Ui xi2x _ { i } ^ { 2 }

question 24

Essay

Consider the model Yi = β1Xi + ui, where ui = c xi2x _ { i } ^ { 2 } ei and all of the X's and e's are i.i.d. and distributed N(0,1).
(a)Which of the Extended Least Squares Assumptions are satisfied here? Prove your assertions.
(b)Would an OLS estimator of β1 be efficient here?
(c)How would you estimate β1 by WLS?


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