2. Attach a graph of the growth curve of a population experiencing exponential growth through 200 time steps. Assume the population starts with 10 individuals and has an r value of 0.05. At which time step does the population have an instantaneous growth rate of more than 10? 3. Attach a graph of the growth curve of a becomes asymptotic near its carrying capacity. Assume the population starts with 10 individuals and has an r value of 0.05 and a carrying capacity of 200. Identify the inflection point and identify the time step at which the population reaches 2/3 of its carrying capacity 4. Assume two populations are competing for a shared limiting resource. Population A has a carrying capacity of 2000 and Population B has a carrying capacity of 750. The alpha value is 2 and the beta value is 0.5. If Population A starts at a size of 1000 individuals, and Population B a graph of the zero growth isoclines for both populations