In each case, find T-1 and verify that MDB (T)-1 = MBD(T-1). (a) T: R2 R2,
Question:
(a) T: R2 → R2, T(a,b) = (a + 2b, 2a + 5b); B = D = standard
(b) T: R3 → R3 T(a,b,c) = b + c, a + c, a + b);
B = D = standard
(c) T : P2 → R3,T(a + bx + cx2) = a - c,b,2a - c
B = [1,x, x2], D = standard
(d) T : P2 → R3,
T(a + bx + cx2) = (a + b + c, b + c,c);
B = [1,x, x2], D = standard
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b M DB T C D T1 0 0 C D T0 1 0 C D T0 0 1 C D 0 1 1 C D 1 0 1 C1 1 0 If T 1 a b c x y z then a b c T...View the full answer
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