Mathematics, 15.02.2021 20:30 noah12345678
"Predator - Prey"Consider the following systems of rate of change equations:System A(dx/dt)= 3x(1-(x/10))- 20xy(dy/dt)= -5y+(xy/20)System B(dx/dt)= 0.3x-(xy/100)(dy/dt)= 15y(1-(y/17))+25xyIn both of these systems, x and y refer to the number of two different species at time t. In particular, in one of these systems the prey are large animals and the predators are small animals, such as piranhas and humans. Thus it takes many predators to eat one prey, but each prey eaten is a tremendous benefit for the predator population. The other system has very large predators and very small prey.* Figure out which system is which and explain the reasoning behind your decision. Try to develop more than one way to reach a conclusion.
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"Predator - Prey"Consider the following systems of rate of change equations:System A(dx/dt)= 3x(1-(x...
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