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\[y'= \frac{ y }{ x } + \frac{ x^4 * e ^{-(y/x)^5} }{ 5y^4 }\]

When you say find the general solution, do you mean solve for the original function of x?

I can't get it, I wish you luck with this problem!..

This might help a bit. http://tutorial.math.lamar.edu/Classes/DE/UndeterminedCoefficients.aspx

One solution is:\[y(x) = x {\log(-5 (const-(\log(x))/5))}^{1/5}\]