transofrm third-order linear ode with given restrictions to dy/dx = f(x)

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having an ode Ay'''(x) + By''(x) + Cy'(x) + Dy(x) = E. A-E are known constants, it's also given y''(0) = y'(0) = y(0) = 0. And y(x) is a polynome. How do i transofrm this ode to y'(x) = f(x)?