Solution of homogeneous differential equation x^2dy+y(x+y) dx=0

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Solve homogeneous differential equation (x+y) dy+(x-y) dx=0

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Solution of homogeneous differential equation x^2dy+y(x+y) dx=0

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solution of the differential equation `xdy-ydx=sqrt(x^2+y^2 ) dx` is

Homogeneous Differential Equation: dy/dx = (x^2 + 3xy +y^2)/x^2

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Homogeneous Differential Equation (y^2 + yx) dx - x^2dy = 0

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x dy/dx - y = x tan(y/x), given y=pi/2, x=1 | Homogeneous differential equation

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The general solution of the differential equation sqrt(1-x^(2) y^(2)) dx = y dx + x dy is

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Solution of homogeneous differential equation x^2dy+y(x+y) dx=0

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