`(x+ycos(y/x))dx=xcosy/x dy`

(x+ycos""(y)/(x))dx=xcos""(y)/(x)dy

Solve the differential equations : [x+ycos((y)/(x))]dx=x cos ((y)/(x))dy

sin(y/x)=lnabs(x)+alpha/2 is a solution of differential equation xcos(y/x)dy/dx=ycos(y/x)+x where y(1)=pi/3 then alpha^2=

(xcos(y/x))(dy)/(dx)=(ycos(y/x))+x

Show that the differential equation xcos(y/x)(dy)/(dx)=ycos(y/x)+x is homogeneous and solve it.

Find the particular solution of the differential equation xcos(y/x)(dy)/(dx)=ycos(y/x)+x\ given that when x=1,\ y=pi/4dot

Solve xcos(y/x)dy={ycos(y/x)+x}dx

Show that the differential equation x-cos(y/x)((dy)/(dx)) = ycos(y/x)+x is homogeneous and solve it.