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Let $x_{i} sim operatorname (Pr} (x)=P(1-P)^{x-1}$, where $x in{1,2,3 ldots }, i=1, ldots, N$ Find the MLE for $g (p=1 / p ;$ denote this

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Let $x_{i} \sim \operatorname (Pr} (x)=P(1-P)^{x-1}$, where $x \in\{1,2,3 \ldots }, i=1, \ldots, N$ Find the MLE for $g (p=1 / p ;$ denote this as $\hat{g} _{p} $. , $ biased for $g(p) ?$ SP.DL.174

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