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The general Solution of (ydx-xdy)/y²
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How is (ydx-xdy) /y^2 = d(x/y)?
Notice, using division rule for differentiation as follows
ddx(xy)=yddx(x)−xddx(y)y2
ddx(xy)=y−xdydxy2
ddx(xy)=1dxydx−xdyy2
d(xy)=ydx−xdyy2
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