The population of treated mosquitoes comes in thousands, in a tropical rain forest at time m, in months, is demonstrated by the following function: S 8+m², if 0 sm< 3 3+ m², if 3 < m < 6 p (m) = This function describes a sudden change in the population at time m=3 because of a tragic event caused by forest fire. A. Sketch the graph of p(m) lim p(m) and lim p(m) m→3+ B. Evaluate m-3- C. Determine how many treated mosquitoes were eliminated by the fire. D. What is the time, when the population recovers to the amount they were before the fire?

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