Let A, B, C and D be the following matrices: 2 TT A rotates vectors by 3 counterclockwise, 1 0 B is the matrix 2 C is the matrix 2 O 2 D projects vectors onto 2 Consider the vectors v and a, b, c, d below: C b a d How do we order the list a, b, c, d so the first entry is (AB ) v, the second entry is (BC) v, the third entry is (CD ) v, and the fourth entry is (DA)v? Your Answer:Problem: Report Error Let A, B and C be the following matrices: A rotates vectors by counterclockwise, B rotates vectors by counterclockwise C reflects vectors across a line with direction vector N Consider the vectors v and a, b, c, d below: d a V C b The vectors (AB)v, (BA)v, (BC)v, (CB)v are all in the list a, b, c, and d above. Find them and answer with the list in the given order. You may have to use some of the vectors more than once. Your