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(2) Let Xi be iid sample where i={1,⋯,n} and have pdf fX(x∣γ)=f(x)=9γ+1xγ⋅I(00) (a) Find maximum likelihood
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(2) Let Xi be iid sample where i={1,⋯,n} and have pdf fX(x∣γ)=f(x)=9γ+1xγ⋅I(00) (a) Find maximum likelihood
(2) Let Xi be iid sample where i={1,⋯,n} and have pdf fX(x∣γ)=f(x)=9γ+1xγ⋅I(0<x<1),(γ>0) (a) Find maximum likelihood estimator for γ. (b) Find MOM for the parameter.
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