- #1
BobbyBear
- 162
- 1
Haiya :P
In the process of trying to find the solution of a 1st order PDE, I've reached a point where I have to solve the following ode:
[tex]
\frac{dy}{dx} = \frac{x^2y-4(y-x)^3}{xy^2+4(y-x)^3}
[/tex]
and I am stuck here :( It's not separable, homogeneous, or exact and I really don't know how to tackle this, is it most likely there is no analytical way to solve? Please suggest a strategy or help in any way, if you can :P:P
Thanks x
In the process of trying to find the solution of a 1st order PDE, I've reached a point where I have to solve the following ode:
[tex]
\frac{dy}{dx} = \frac{x^2y-4(y-x)^3}{xy^2+4(y-x)^3}
[/tex]
and I am stuck here :( It's not separable, homogeneous, or exact and I really don't know how to tackle this, is it most likely there is no analytical way to solve? Please suggest a strategy or help in any way, if you can :P:P
Thanks x