Besides, you have a nagging feeling that there was another parameter whose value you were uncertain of. The two major types of population models are exponential and logistic. However, we will likely reach a carrying capacity at some point as our resources arenotunlimited. size of the population and its limiting factors. Is it sensitive to the initial condition $p_0$ like the first model? Webre: "Rabbits can also show exponential population growth. By registering you get free access to our website and app (available on desktop AND mobile) which will help you to super-charge your learning process. 3. All of the following question have to do with the attacted excel document: 15. Thus the number of rabbits in the next year Xn+1 would be proportional to Xn(1-Xn). k=3.3 is jumping between two states, but k=3.5 is exhibiting a more complex pattern of jumping between a low, a medium and a high state. The way we conduct meetings changed over night. This Rabbit populations Activities & Project is suitable for 8th - 12th Grade. They report back that the rabbit population seems to be increasing by 20% each month. What other equilibrium do you want? Exponential growth describes a particular pattern of data that increases more and more over time. You decide it's time to build another computer program to see what's going on in this case. \begin{gather} WebA cottontail rabbit can live up to 8 years in captivity. Do the results change dramatically when you change $r$ a little bit or do you just get modest changes? When the linear h checkbox is unchecked, you can type in an arbitrary function for $h(p_t)$, typing p_t for $p_t$. With the applet, you can double check your results. Introduction In the Modeling Population Growth Find all equilibrium solutions of Equation 7.6.1 and classify them as stable or unstable. Your mathematical analysis has convinced you that model \eqref{fixedremoval} is not a viable strategy. To find , we can plug in the second condition (2, 300). Finally the whole pattern gets simpler again for 4

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