The solution of the differential equation \(\frac{dx}{dy} + Px =Q\), where P and Q are constants or functions of y, is given by

1
xe∫ Pdx = ∫Qe∫Pdxdx + c
2
ye∫ Pdy = ∫Qe∫Pdydy + c
3
ye∫ Pdx = ∫Qe∫Pdxdx + c
4
xe∫ Pdy = ∫Qe∫Pdydy + c

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