Find the general solution of each of the following differential equations:
e2xe - 3ydx + e2ye - 3xdy = 0
Rearringing the terms we get:
e2x + 3xdx = - e2y + 3ydy
⇒e5xdx = - e5ydy
Integrating both the sides we get:
⇒e5x + e5y = 5c’ = c
Ans: e5x + e5y = c