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can someone help me solve a differential equation.
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\[\frac{ dy }{ dx } = \frac{ 6xe ^{3x} }{ y ^{2} }\]
rearrange them se that the 'y' terms are on one side and the 'x' terms are on the other side.Its variable separable.
\[ (y ^{2})dy = dx (6xe ^{3x})\]
good. now integrate both sides (indefinite) the LHS should be fairly easy. For the RHS , you may have to integrate by parts .
in the end , add the constant C on any one side and you're done :)
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thank you!!
welcome :)
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