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Solve the following differential equation : x² dy + y(x + y) dx = 0
The general solution of the differential equation x dy − (1 + x²) dx = dx is :
Find the general solution of the differential equation: (xy - x²) dy = y² dx.
Find the general solution of the differential equation: (x² + 1) dy/dx + 2xy = √(x² + 4).
The solution of the differential equation dx/x + dy/y = 0 is :
Find the general solution of the differential equation d/dx(xy²) = 2y(1 + x²)
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