Consider a unit square. Three points are selected randomly in the square to form a triangle as shown. Namely, the corners of the triangle are selected randomly. (a) Assume that n= 6 x 1 000 000 random points are taken from a uniform distibution. Write a C++ or MATLAB program to compute the probability of obtaining a wide angle triangle. Write down the output of your program. (Xq. Y) (X3. Y3) (x2-x2) (b) Assume that n = 6 x 1 000 000 random points are taken from a normal distibution whose mean is at the center of square (u= 0.5) and standard deviation is o = 1. In this case, some points will be outside of the square. Write a C++ or MATLAB program to compute the probability that these three points are inside the square at the same time. Write down the output of your program.