3^(y-x)dy-3^(x-y)dx=0^(oo)

Solve: (1+3e^(y//x))dy+3e^(y//x)(1-y/x)dx=0

(1+3e^((y)/(x)))dy+3e^((y)/(x))(1-(y)/(x))dx=0

(1+3e^((y)/(x)))dy+3e^((y)/(x))(1-(y)/(x))dx=0 , given that y=0 and x=1

3x^(2)y+(dy)/(dx)=0

If x^(y) =3^(x-y),then (dy)/(dx)=

Which of the following is a homogeneous differential equation? (A) (4x" "+" "6y" "+" "5)" "dy" "" "(3y" "+" "2x" "+" "4)" "dx" "=" "0 (B) (x y)dx-(x^3+y^3)dy=0 (C) (x^3+2y^2)dx+2x y""dy=0 (D) y^2dx+(x^2-x y-y^2)dy=0

The solution of y e^(-x/y)dx-(x e^((-x/y))+y^3)dy=0 is

The solution of y e^(-x/y)dx-(x e^((-x/y))+y^3)dy=0 is

The solution of y e^(-x/y)dx-(x e^((-x/y))+y^3)dy=0 is