Find the matrix [T] CB of the linear transformation T : V W with respect to the

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Find the matrix [T]C†Bof the linear transformation T : V †’ W with respect to the bases B and C of V and W, respectively. Verify Theorem 6.26 for the vector v by computing T(v) directly and using the theorem. 

T : P2 †’ R2 defined by T(P(x) ) [p(0)° Lp(1)] ||

B = {x2, x, 1}, {C} |C

v = p(x) = a + bx + cx2

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