`dy/dx+ytan x=y^2secx`

Find dy/dx if y= tanx/secx

Find dy/dx if 3x-5y=secx

dy/dx - y/x = 2x^2

Find dy/dx if y=x.secx

The solution of the differential equation dy/dx + y/2 secx = tanx/(2y), where 0 <= x < pi/2, and y(0)=1, is given by

Find dy/dx if x^2=y^2

x dy/dx+y=y^2 logx

The general solution of (dy)/(dx) =2ytan x+ tan ^(2)x is:

Solve: dy / dx + y secx = tanx

Solve: dy / dx + y secx = tanx