Asked by seun
                Suppose that the random variables  Θ  and  X  are not independent, but  E[Θ∣X=x]=3  for all  x . Then the LLMS estimator of  Θ  based on  X  is of the form  aX+b , with
a=
b=
            
        a=
b=
Answers
                    Answered by
            seun
            
    a=0
b=3
such that E[Θ]=ax+b
E[Θ]=3 for all x therefore 0(x)+3=3 for all x
    
b=3
such that E[Θ]=ax+b
E[Θ]=3 for all x therefore 0(x)+3=3 for all x
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