Solve ODE $y'' + (y')^2 + y = \ln(x)$ I want to solve $y'' + (y')^2 + y = \ln(x)$ with boundary conditions $y(1) = 0$ and $y(2) = \ln(2)$. The solution is $y = \ln(x)$ but I don't know how to start the problem. from Hot Weekly Questions - Mathematics Stack Exchange Mathematicianadda 23:40 Share to: Twitter Facebook URL Print Email Labels: Hot Weekly Questions - Mathematics Stack Exchange
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