Please use mathlab to solve and provide code and solution.

1. Consider the pmf p(x) defined by p(x)=cVT1(xe(1, 2, ,50)). (a) What is the numerical value of c? (b) For n-103, generate x, , . . . , Xn lid with common pmf p. Let p(x) #1 k , Xk-z) be the empirical prnf of Xi, . . , X-Make a graph comparing p(x) and p(x). Repeat with n = 10 . Interpret your results. [I thought plot (1:50, p, ,1:50, phat,'o) looked nice.]