Question: 1- The binomial distribution N! B(M) = (N-M)!M! describes the probability of placing M identical particles into N equivalent physical sites, with a limit

1- The binomial distribution N! B(M) = (N-M)!M! describes the probability of

1- The binomial distribution N! B(M) = (N-M)!M! describes the probability of placing M identical particles into N equivalent physical sites, with a limit of one particle/site if the probability of a specific site being occupied is p. Using Stirling's formula (in N! N in N-N), show that for N >> M, so that p <

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