Question: 2. (Section 7.1, Problem 3) (5 points) Let L : P2 - P2 be the linear operator defined by L(at2 + bi + c) =

2. (Section 7.1, Problem 3) (5 points) Let L : P2 - P2 be the linear operator defined by L(at2 + bi + c) = c-at2. Using the matrix representing L with respect to the basis (t2 + 1,t, 1) for P2, find the eigenvalues and associated eigenvectors of L (note: your final answers for the eigenvectors need to be elements of P2). Show all work
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