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Solve the differential equation
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\[y^{2} + x^{2}*y \prime = x*y*y \prime\]
perhaps; subtract and factor into someting more normal looking, then run a burnolli
No no it is homogenous \[y2+x2∗y′=x∗y∗y′\] Or, \[y' = y ^{2} \div \left( xy-x ^{2} \right)\] Divide numerator and denominator by \[x ^{2}\] and solve
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