Question 5 [10 points] Suppose T: M2,2 → P3 is an isomorphism whose action on a basis for M2,2 is as follows: [3²0] = 0

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Question 5 10 Points Suppose T M2 2 P3 Is An Isomorphism Whose Action On A Basis For M2 2 Is As Follows 3 0 0 1 (83.37 KiB) Viewed 42 times

Question 5 [10 points] Suppose T: M2,2 → P3 is an isomorphism whose action on a basis for M2,2 is as follows: [3²0] = 0 -6x3-6x-6 T 7i1 = 2׳ +2ײ + x 7 = 2 T 0 1 1 1(px³ +qx² +r +rx+s) = 2x³ + x² + x 712=5 T Find the inverse transformation T¹ and give its action on a general polynomial, using p, q, r, and 5 as constants. 00 00 5x³+2x²+4x+1