It requires MatLab and if you could explain it step by step I would appreciate it a lot. Thank you!

14 12 38 12 -19 7 24 26 76 24 -38 14 14 14 48 14 -23 9 -31 -36 -104 -34 52 21 45 40 140 4068 25 31 26 94 26-47 18 I. Let A= (a) Using the eig command, give the distinct eigenvalues of A and their multiplicities. (b) For each distinct eigenvalue a, you found in part (a), use rref a,1 -A) to find a basis for the eigenspace associated with a,. Do not use the Matlab command X.D] eig(A). (c) Using the results of (b), give the dimension of each eigenspace. (d) Using the results of (a) and (c), determine whether A is diagonalizable. (e) If A is diagonalizable, use the results of (b) to find a nonsingular matrix P such that P-AP is a diagonal matrix, and then check your work by using MATLAB commands to compute the matrix B P1AP