Question: Let T: P3 R be defined by T (ax + bx + cx + d) = 0 -(-6)-6)} C = Given [7] Pc (T(u)).

Let T: P3 R be defined by T (ax + bx +

Let T: P3 R be defined by T (ax + bx + cx + d) = 0 -(-6)-6)} C = Given [7] Pc (T(u)). = E -4 0 -a-3b+3d 3a - b +2c -a+c-2d 4 2 1 Let u = x + 2x, B = {1, x, x, x}, and -3 0 3 2 -3 , use the Fundamental Theorem of Matrix Representations to find -1 -2

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