How to solve this one
$y''=(2xy - \frac{5}{x})y' + 4y^2 - \frac{4y}{x^2}$
I know it's homogeneous. I've made replacement $x = e^t$ and $y = ze^{-2t}$ but I had no result.
How to solve this one
$y''=(2xy - \frac{5}{x})y' + 4y^2 - \frac{4y}{x^2}$
I know it's homogeneous. I've made replacement $x = e^t$ and $y = ze^{-2t}$ but I had no result.
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