Given the combined differential operators for a given differential equation (D² + 16) D² (D + 10) Determine the general solution to the differential equation. A y(x) = A e + B e¬4x + Cx² + Dx + E + F e-10x y(x) = A cos(4x) + B sin(4x) + Cx + D + E e10x c) y(x) = Ax e-16x + B e¬16x + Cx + D + E e¬10x D y(x) = A cos(4x) + B sin(4x) + Cx² + Dx + E + F e¬10x E y(x) = A cos(4x) + B sin(4x) + Cx + D + E e-10x F y(x) = A cos(–4x) + B sin(– 4x) + Cx + D + E e-10x

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