I just need question 4

Problem 4 Now, let M be a random 6 x 6 matrix. a) Create such a matrix using MATLAB's rand() function. b) Using MATLAB's svd() function, find the singular value decomposition of M. c) Verify the properties you proved in the last question for your random matrix M. Problem 3 Let M be a l x m matrix with singular value decomposition M = U. a) What are the eigenvalues of M*M in terms of its singular values? b) What are the eigenvectors of M*M in terms of its singular vectors (the columns of U and/or V)? c) And for MM? d) What is the inverse of M? Problem 4 Now, let M be a random 6 x 6 matrix. a) Create such a matrix using MATLAB's rand() function. b) Using MATLAB's svd() function, find the singular value decomposition of M. c) Verify the properties you proved in the last question for your random matrix M. Problem 3 Let M be a l x m matrix with singular value decomposition M = U. a) What are the eigenvalues of M*M in terms of its singular values? b) What are the eigenvectors of M*M in terms of its singular vectors (the columns of U and/or V)? c) And for MM? d) What is the inverse of M