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Hi someone could help me with the following differential equation excata, thank (cosy+ycosx)dx+(senx-xseny)dy=0
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sen?
sin
(cosy+ycosx)dx+(sinx-xsiny)dy=0
excuse me
well, exacts have a nice property .... inegrate the left wrt.x what do we get?
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u can apply ecaxt differntial eqation
\[\int \cos y+y~\cos x~dx\]
yes
let M=(cosy+ycosx) and N=senx-xseny...now take partialy derivat of M w.r.to y and take partialy dervtof N w r to x
"yes" is not the integration
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Ok
this gives you My=-siny+cosx and Nx=cosx-siny that both the derivativs are equal.now use integrl of M with r to x+int of N (only y terms)=0 gives you result
ok thank you very much, thank you for your help
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