Show transcribed image text Practice Problem 2.E (Central Limit Theorem): Let's say X1,X2,x3 are indep random variables with a total mean of O. Sn X1+X2+. +Xn for positive n's. There is a positive number r that Var(Xi)s r for all i. Prove that for all ε > 0, given lim ra
Practice Problem 2.E (Central Limit Theorem): Let's say X1,X2,x3 are indep random variables with a total mean of O. Sn X1+X2+. +Xn for positive n's. There is a positive number r that Var(Xi)s r for all i. Prove that for all ε > 0, given lim ra
