I have four coupled ODE's. I am not sure how to plot and solve them using Mathematica.
I won't give the exact problem, but the following is something analogous:
a= x'[t] a'=-c1*x[t]/c2+c1*(y[t]-x[t])/c2 b=y'[t] b'=-c1*(y[t]-x[t])/c2
Can be written as
x'[t]= -c1*x[t]/c2 + c1*(y[t]-x[t])/c2 y'[t]= -c1*(y[t]-x[t])/c2
The question is, now how do I use these in NDSolve to give solution and later a plot as well? I have initial conditions to plug in, but I am hung up on how to solve these coupled equations...
Thank you in advance.
Edit I do not know how to input this into NDSolve.