We will examine the behavior of a system where the input is random and the output is corrupted by noise. Generate N-1,000,000 samples of a random input x from a uniform distribution: x - rand(N,1): and random noise from a Gaussian distribution: n randn(N,1); The output is 5% + n; the formula yi- multiply the elements of x with the corresponding elements of y. Then find the mean of the resulting products, reported to four decimal places. Note: 4. Estimate E[XY] by using the formula- Li-1 XiVi. Use MATLAB to -5X2