Question 3 1 pts Bacteria are growing in a petri dish with a limited number of resources. Suppose that the amount of bacteria can be modelled by a logistic function. 800 Let NV(t) be the number of bacteria at time t , where N(t) = 1 + 6e-1600t The above function /V (t) satisfies a logistic differential equation. Write down that differential dN equation, expressing dt as a function of IV only. O dNV - 2N(800 - N) dt O dNV = 80ON dt O dNV dt N(800 - N) O 800NV (1600 - N) dt