Suppose the random variable $X_i$ are i.i.d and follow $Binomial(N,p)$.
Then, can we compute the following expectation?
$E\big[\frac{1}{a+X}\big]$ where $a>0$.
Suppose the random variable $X_i$ are i.i.d and follow $Binomial(N,p)$.
Then, can we compute the following expectation?
$E\big[\frac{1}{a+X}\big]$ where $a>0$.
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