Is there a single, general, solution guaranteeing method that can be applied to any first degree first order differential equations? I know there are a lot of techniques or should I say categorizations for solving these types of equations, like linear, homogeneous, Bernoulli equations, exact/inexact equations etc. But sometimes I encounter problems that seem to be unsolvable with any of the mentioned methods and do not seem obvious enough to solve by inspection. Other than numerical methods, are there any such analytical paths?(adsbygoogle = window.adsbygoogle || []).push({});

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# A general methodical way to solve all first degree first order

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