" 4."(1+e^((x)/(y)))dx+e^((x)/(y))(1-(x)/(y))dy=0

(1-2e^((x)/(y)))dx-2e^((x)/(y))(1-(x)/(y))dy=0

Solution of the differential equation (1+e^((x)/(y)))dx+e^((x)/(y))(1-(x)/(y))dy=0 is

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

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

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

If the curve satisfying (1+e^((x)/(y)))dx+e^((x)/(y))(1-(x)/(y))dy=0 passes through (1,1) then 9+y(2)e^((2)/(y(2)))-e is equal to-

Express the following differential equations in the form (dx)/(dy) = F((x)/(y)) (i) (1+e^((x)/(y)))dx + e^((x)/(y))(1-(x)/(y))dy = 0 (ii) xdy - ydx + y e^(-(2x)/(y)) dy = 0

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

Solve (1+2e^(x//y))dx+2e^(x//y)(1-(x)/(y))dy=0