Question 12 [10 points] Suppose T: M2,2P2 is a linear transformation whose action is defined by a b c d = (b+5d)x+(-3a+c+2d)x+(c+2d) and that we have the ordered bases 00 00 B = -- [8] 6 [3] [:] -.4| 10 0 1 00 X, 1| for M2,2 and P2 respectively. a) Find the matrix of T corresponding to the ordered bases B and D. = 000 000 0 0 0 b) Use this matrix to determine whether T is one-to-one or onto. MDB(T): = < Select an answer >, < Select an answer > T is one-to-one T is not one-to-one