Solving the quadratic equation looks like so below...
\frac{dP}{dt} = -bP^{2}+aP-c
P = \frac{-a \pm\sqrt{a^{2} - 4bc}}{-2b}
But now I am confused since M and m are slightly different from the equation above. Am I supposed to now solve for P? Or plug in the new found equation into P...
So I am supposed to set the two equations equal to each other and solve for P? I'm currently doing this right now.
(a - (bP + \frac{c}{P}))P = k(M-P)(P-m)
Well the question is asking to differentiate the equation...
dP/dt = [β(P)-δ(P)]P
And shouldn't it come out to be the equation...
dP/dt = k(M-P)(P-m)OR am completely over thinking this problem and that I should be looking at the second equation to differentiate. And then explain how the...
First off, this is a typed paper project, and I am not asking for anyone to solve my work or to give me the answers. Just please point me in the right direction or help me through any parts I am not understanding. This is also a 7 part project, and I would like help on this first problem to get...