The general solution of the differential equation y dx-x dyy-0 is-

The correct option is C y=Cx ydx xdyy=0 dx xydy=0 dx=xydy dxx=dyy lnx=lny+lnc x=yc ...

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Derivative from First Principle

The general s...

Question

The general solution of the differential equation $\frac{y d x - x d y}{y} = 0$ is:

x y = C

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x = C y^{2}

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y = C x

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y = C x^{2}

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The general solution of the differential equation $\frac{y d x - x d y}{y} = 0$ is

a) $x y = C$

b) $x = C y^{2}$

c) $y = C x$

d) $y = C x^{2}$

The general solution of the differential equation is

A. xy = C

B. x = Cy²

C. y = Cx

D. y = Cx²

\frac{y d x - x d y}{y} = 0

x d y - y d x = y^{2} d x

x d y + y d x = \frac{x d y - y d x}{x^{2} + y^{2}}

c

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