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(y^2+2xy)dx-x^2dy=0 special integrating factors
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i get that they aren't exact so use \[My-Nx/N=2y+(2x/y)-2x/x^2\] if i took my partial derivatives right
which then gives me \[2y+(1/y)/x^2\] which is one hell of an e^ to use for the integrating factor so im questioning my algebra
how 2x/y ? shouldn't it be just 2x ?
\(\large \dfrac{\partial}{\partial y}2xy=2x\)
then your IF is just 2y/x^2
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oh ok simple mistake. nice pic btw lol
ha, thanks ^_^
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