Let X1, X2, . .. bei.i.d. random variables that are uniformly distributed over [-V3, v3]. Note that E[X]] = 0 and of1 = E[X?] =
Let X1, X2, . .. bei.i.d. random variables that are uniformly distributed over [-V3, v3]. Note that E[X]] = 0 and of1 = E[X?] = 1. Let Sn = Xi + ... + Xn. For n = 1, 2, 3, 4, plot the pdf of Sn/ vn and of N(0, 1). Use the fact that the pdf of a sum of independent random variables is equal to the convolution of their pdfs. Use Matlab's built-in functions for convolution
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