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If M(0)=1000 and dM/dt=20000M-20M^2 then the limit of M(t) as t approaches infinity is zero, 1000, 2000, 20000, or non-existent?
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If you try to find the general solution, you get \[ M(t)=\frac{1000 e^{20000 t}}{e^{1000 C}+e^{20000 t}} \]
\[ M(0)=\frac{1000}{e^{1000 C}+1} \] For which values of C, M(0)=1000? If you know the answer , them you can finish it.
Is there such a C?
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