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Homework 2-1 0.0/1.0 point (graded) The binomial distribution P (n) = M! n!(M_nip(1 -p)() becomes equivalent to the Gaussian (2) distribution P (x) = exp
Homework 2-1 0.0/1.0 point (graded) The binomial distribution P (n) = M! n!(M_nip"(1 -p)(") becomes equivalent to the Gaussian (2) distribution P (x) = exp in the limit when n and M are much greater than one. (1) 2Mp(1-p) Choose the correct formula for (1) and (2) from the following combinations. (1) = Mp (1 -p) , (2) = (x - Mp (1-p)) (1) = 27Mp (1 -P) , (2) = (x - Mp)2 (1) = V27Mp (1 -p), (2) = (x - Mp)2 C (1) = 27Mp (1 - p) , (2) = (x - Mp (1 -p))2 (1) = V27Mp (1 -P), (2) = (x - Mp (1 -p))2
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