Math  /  Calculus

QuestionThe flow diagram below shows the volume of fluid in a chemostat (a growth chamber for bacteria).
Poll 1: The ODE is: A. dV(t)dt=fd\frac{d V(t)}{d t}=f-d B. dV(t)dt=fV(t)\frac{d V(t)}{d t}=f V(t)

Studdy Solution
The volume of fluid in the chemostat at any time tt is given by V(t)=(fd)t+250V(t) = (f - d)t + 250.

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