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POINT ESTIMATION

Let X1, X2,..,X n be a simple random sample of a population  Ber (0 , with  E (0, 1) , and let sbe a known integer ,  0<s<n .

Find the MVUE ( minimum-variance unbiased estimator ) for the function of \theta :   d (0) -s (1 - 0)

Thank you for the explanations.  

X1, X2,..,X n
Ber (0
E (0, 1)



d (0) -s (1 - 0)"
math   Statistics-And-Probability   
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Answer #1

id Ber ( Xi, X Xn S0, ECX)= So EX)=ne →E(エxi) 7E() he So, e an Again S CI-e S-u T- CI-en =e = 6(s)ecre) そ(s) = a(e) ale)= Ci

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