If c is any arbitrary constant, then the general solution of the differential equation \[ydx-xdy=xy\,dx\] is given by [J & K 2005]

If c is any arbitrary constant, then the general solution of the diffe

1.	If c is any arbitrary constant, then the general solution of the differential equation \[ydx-xdy=xy\,dx\] is given by [J & K 2005]
A.	\[y=cx\,{{e}^{-x}}\]
B.	\[x=cy{{e}^{-x}}\]
C.	\[y+{{e}^{x}}=cx\]
D.	\[y{{e}^{x}}=cx\]
Answer» E.

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If c is any arbitrary constant, then the general solution of the differential equation \[ydx-xdy=xy\,dx\] is given by [J & K 2005]

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