SolveODE Command
From GeoGebra Manual
Outside CAS
- SolveODE[ <f'(x,y)>, <Start x>, <Start y>, <End x>, <Step> ]
- Solves first order ODE f(x,y)=0 given df/dx, start point and step for x.
- SolveODE[ <y'>, <x'>, <Start x>, <Start y>, <End t>, <Step> ]
- Solves first order ODE f(x(t),y(t))=0 given dy/dt, dx/dt, start point, maximal value of t and step for t.
- SolveODE[ <b(x)>, <c(x)>, <f(x)>, <Start x>, <Start y>, <Start y'>, <End x>, <Step>]
- Solves second order ODE
\begin{equation}y+b(x)y'+c(x)y=f(x)\end{equation}
Note: Always returns the result as locus. The algorithms are based on Runge-Kutta numeric methods.
In CAS
- SolveODE(<f'(x,y)>)
- Solves first order ODE f(x,y)=0 given df/dx symbolically, works with Maxima only.
