The general solution of `y' + xy= 4x` is given by

If C is an arbitrary constant , then the general solution of the differential equation y dx - x dy = xy dx is given by

What is the general solution of (dy)/(dx) = x + xy ?

The general solution of the DE y ' = (x+ y)/(x) is

The general solution of xy_(5)=y_(4) where (y_(n)=(d^(n)y)/(dx^(n))) is given by

The general solution of the DE (dy)/(dx) = ( y^(2)- x ^(2))/( 2xy ) is

The general solution of the DE (1+ x ^(2)) dy - xy dx = 0 is