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    Inhomogenous NON-linear differential equation

    I'm having some trouble solving an equation that is similar to a Bernoulli equation. It is of the form \begin{equation} \ddot{x}+f(x)\dot{x}^2 = g(x) \end{equation} Where x is a function of time, perhaps. I feel moderately certain that there should exist an exact solution, but I've so...
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