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1 ) if ( x. , Xz, x ,$ ... Xn) is random sample from. Poisson distribution with meant. Find a regulary stronger unbiased test

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1 ) if ( x. , Xz, x ,$ ... Xn) is random sample from. Poisson distribution with meant. Find a regulary stronger unbiased test for 272 against 2 = 2. 2 ) 18 ( x , , Xin , . .. *m ) is random sample f ( x . 0 ) = be ; * >0 a ) Find a stronger uniformly unbiased for the 020 against 0 50 b ) Test the hypothesis Ho : 0

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