Assume 13 people originally have the virus and that in early stages the number of people infected is increasing approximately exponentially, with a continuous growth rate of 1.32. Assume further that in the long run, they estimate approximately 7000 people will be infected. (You may wish to sketch a graph of your logistic function P = to help you understand this situation and answer the questions below.) (a) What should we use for the parameters k and L? k = L = (b) Use the fact that when t = 0, we have P = 13, to find C. C = (c) What is the value of P when the rate at which people are becoming infected peaks? P = When does this occur? 1 =