Discrete Mathematics sohdgbd

12:17 y M P O 5 KB/S all : all (1-iii) Suppose that n = N. For 1 n} and use the inclusion-exclusion principle to compute this probability. | (2-ii) For 0 P(T > k) given in Tutorial 6, Problem 4 to simplify the expression of the mean. Secondly, relate E[T) with either some standard Taylor series to guess the growth rate or relate it with Poisson random variables and the central limit theorem. The central limit theorem (which we will learn soon ) says, if X1. Xa, ... are independent and identically distributed with finite variance, then lim P S. - ELS,] 1-+00 (x -4(x), for all r ER, where S. = X1+...+X, and 4(x) is the Cdf of the standard normal distribution.| This question hasn't been answered yet Ask an expert