g Let L be the operator on P3 defined byL (p (x)) = xp (x) + p (x) (a) Find the matrix A representing L with respectto [1, x, x2]. (b) Find the matrix B representing L with respectto [1, x, 1 + x2]. (c) Find the matrix S such that B = Sâˆ'1AS. (d) If p (x) = a0 + a1x + a2 (1 + x2), calculateLn (p (x)).
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