Using Matlab...And please give the explanation (How to do these question like this).

5. Let S be the standard basis for R5. Let B {bi, b2, b3,b4P5} be the ordered basis with bi = (2, 1,1,-2,-2) b2 = (0,-2, 4, 5,-4) by = (1,-4, 5, 5,-4) b4 = (5,-4, 2, 3, 1) bs = (4, 1, 2,-3,-2) Enter these vectors into Matlab. (a) Form the transition matrix P - Ps,s and use it to calculate the coordinate matrix of the vector v (1,1,2,0,3) with respect to B. (There is no need to write down P on the answer paper.) (b) A linear transformation T : R5 R5 is given by: Write down the matrix representation of T with respect to S [T]s = (c) Find the matrix representation T]s of T with respect to B. Write down the (1,2) and (5,3) [T]B(5,3) =