Let V be a vector space with a basis B = {b1, ....bn) Let W be the

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Let V be a vector space with a basis B = {b1, ....bn) Let W be the same space V with a basis C = {c1,... c2) be the identity transformation I : V → W. Find the matrix for I relative to B and C. What was this matrix called in Section 4.7?
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