System O.D.E: d(Ca)/d(t)=-k*Ca*Cb-Q*Ca/V, d(Cb)/d(t)=-k*Ca*Cb+Q*(Cbo-Cb)/V

[davix5055]

Can you help me solve this system of ordinary diferential equations please?

d(Ca)/d(t) = -k*Ca*Cb-Q*Ca/V

d(Cb)/d(t) = -k*Ca*Cb+Q*(Cbo-Cb)/V

K,Q,Cbo and V are constants,

I have seen a couple of examples using Matrix but they are all too simple, is there another way to solve this?

Thanks for your help

 

[CurveGuy]

Would a numeric solution help? If so, my freeware app FC-Compiler would solve this system of ODEs.