andrewllewis92681 andrewllewis92681

16-12-2022
Mathematics

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oordinate matrix for differentiation Let P2 be the vector space of polynomials in variablet of degree at most 2. Let L: P2 â P2 be the linear transformation given by L(p(t)) = 2p"(t) + 1p'(t) + 2p(t). Let E = (C1, C2, C3) be the ordered basis of P2 given by ei(t) = 1, ez(t) = t, ez(t) = t?. Find the coordinate matrix Lex of L relative to the ordered basis E. LEE

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