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Solve the following DE: \[(1-3/y+x)dy/dx+y=3/x-1\] I got \[\Psi=xy-3\ln(x)+x+y+3\ln(y)=c\] using the Exact equation method. Is that correct?
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I got some different signs in my answer. I got xy-3in(x)-x+y-3ln(y)=c im going over my work right now
sorry, that in(x) should be an ln(x)
It probably should be a positive since it's coming from the "+x", but check just in case. Thanks
i made a mistake, i now got xy - 3ln(x) + x + y - 3ln(y) = c
yep, that's right joe
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Yeah, you're right. I stuck a +in there. So close!
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