Write M = [3 5 steps should lead you to the answer: (a) What matrix E subtracts row 1 from row 2 to make row 2 of EM smaller? (b) What matrix F subtracts row 2 of EM from row 1 to reduce row 1 of FEM? (c) Continue E's and F's until (many E's and F's) times (M) is (A or B). (d) E and F are the inverses of A and B! Moving all E's and F's to the right side will give the desired result of M = product of A's and B's. as a product of many factors of A = [1] and B = 61 The following