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OpenStudy (anonymous):
Please help me on this calculus In a model of epidemics, the number of infected individuals in a population at a time is a solution of the logistic differential equation dy/dt=0.6y-0.0002y^2 , where y is the number of infected individual in the community and t is the time in day. 1. Describe the population for this situation. 2. Assume that 10 people were infected at the initial time t=0 . Find the solution for the differential equation. 3. How many day will it take for half of the population to be infected?
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