Define T : P4(R) → P4(R) byT(p)= ((3x^2 −4x+9)p)''
(a) Show that T is a surjective linear map.
(b) Find the matrix M(T).
(c) Let q(x) = x4 −8x3 +5x2 −x+2. Find p ∈ P4(R) such that T(p) = q by solving the matrix equation M(T)X = M(q) via row reduction
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