`(xe^(y/x)-ysin(y/x))dx+xsin(y/x)dy=0`

Find the particular solution of the differential equation : xe^(y//x)-ysin(y/x)+x(dy)/(dx)sin(y/x)=0 given that when x = 1 , y = 0

Solve the following differential equations: y/x cos(y/x)dx-{x/ysin(y/x)+cos(y/x)}dy=0

Solve x (dy)/(dx)sin(y/x)+x-ysin(y/x)=0 given y(1)=pi/2

Solve : {xcos(y/x)+ysin(y/x)}ydx={ysin(y/x)-xcos(y/x)}xdy

Solve the following differential equation: x[dy]/[dx]sin(y/x)+x-ysin(y/x)=0

Solve the differential equation (x dy-y dx)ysin(y/x)=(y dx+x dy)xcos(y/x) .

Solve the following differential equations (x cos\ (y)/(x)+y sin\ (y)/(x))y\ dx=(ysin\ (y)/(x)-xcos\ (y)/(x))x\ dy

Solve xsin(y/x)dy=(ysin(y/x)-x)dx .

y dx+(x-y^2)dy=0

If xe^(xy)-y=sin^(2)x then (dy)/(dx) at x = 0 is