हल कीजिए : `2ye^(x//y) dx+(y-2xe^(x//y))dy= 0` .

Solve 2ye^(x/y)dx+(y-2xe^(x/y))dy=0

Show that the differential equation : 2ye^(x/y)dx + (y - 2xe^(x/y) ) dy = 0 is homogeneous and find its particular solution given that x = 0 when y=1

Show that the differential equation 2ye^(x)/(y) dx + ( y - 2xe^(x)/(y)) dy = 0 is homogeneous and find its particular solution, given that, x = 0 when y = 1.

Show that the differential equation 2ye^(x/y) dx + ( y - 2xe^(x/y)) dy = 0 is homogeneous and find its particular solution, given that, x = 0 when y = 1.

Show that the differential equation 2ye^(x)/(y) dx + ( y - 2xe^(x)/(y)) dy = 0 is homogeneous and find its particular solution, given that, x = 0 when y = 1.