T: U V and S: V W are linear transformations and B, C, and D are bases
Question:
(a) By finding S ͦ T directly and then computing its matrix and
(b) By finding the matrices of S and T separately and using Theorem 6.27.
T: P1 R2 defined by
S: R2 R2 defined by
B = {1, x}, C = D = {e1, e2}
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