Prove the following theorem: if (P) and (P^{prime}) are the probabilities of the most probable number of
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Prove the following theorem: if \(P\) and \(P^{\prime}\) are the probabilities of the most probable number of occurrences of an event \(A\) in \(n\) and \(n+1\) independent trials (in each of the trials \(P(A)=p\) ), then \(P^{\prime}
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