The general solution of the differential equation `(y dx-x dy)/y=0` is (A) `x y" "=" "C` (B) `x=C y^2` (C) `y" "=" "C x` (D) `y=C x^2`

Explanation

C is correct Answer



`therefore frac{d x}{x}=frac{d y}{y} Rightarrow log x=log y-log C `

`
log y=log C x Rightarrow y=C x`