- 2 Question 1. [3 pts) Let Xn, N = 1, 2, ... be random variables with hypergeometric distribution with ] parameters (N,

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2 Question 1 3 Pts Let Xn N 1 2 Be Random Variables With Hypergeometric Distribution With Parameters N 1 (121.76 KiB) Viewed 25 times

- 2 Question 1. [3 pts) Let Xn, N = 1, 2, ... be random variables with hypergeometric distribution with ] parameters (N, [pN], n), where [x] denotes the largest integer smaller than or equal to x. Show that п 1- P(Xx = k) = (*)p*(1 – p)* = lim N 700 = k i.e. the hypergeometric distribution converges to the binomial distribution (pointwise for any fixed k).