Sums of 0s and 1s

_Modify a new copy of your program to simulate the addition of an arbitrary number of independent random numbers, {nj |j = 1, . . . , N}, each of which can take on the value 1 with probability P(1) = p and 0 with probability P(0) = 1 − p. Have the program print the histogram of values generated. Include a calculation of the theoretical probability from the binomial distribution, using the identity you proved at the beginning of this assignment.calculate the mean, variance, and standard deviation. _Run your program for the following cases, using a reasonable number of trials. 1. N = 10, p = 0.5 2. N = 30, p = 0.85 3. N = 150, p = 0.03

[James Tursa]

Please make an attempt and post your code, and then we can make comments and suggestions.