en is a predator-prey model with the following parameters: Carrying capacity 1000, regrowth rate of the prey is 10% per time step (0.10), the relative harvesting rate of predators of prey is 0.005, the relative growth burst of the predator population due he availability of prey meat is 0.002, and the per capita death rate of the predators per time step is 0.7. at are the equilibria? ilibrium 1: No prey and No predators ilibrium 2: 1000 prey and no predators the co-existence equilibrium (see section 9.3 in textbook): dator:

ENGR.ECONOMIC ANALYSIS
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Given is a predator-prey model with the following parameters: Carrying capacity is 1000, the regrowth rate of the prey is 10% per time step (0.10), the relative harvesting rate of predators of prey is 0.005, the relative growth burst of the predator population due
to the availability of prey meat is 0.002, and the per capita death rate of the predators per time step is 0.7.
What are the equilibria?
Equilibrium 1: No prey and No predators
Equilibrium 2: 1000 prey and no predators
Find the co-existence equilibrium (see section 9.3 in textbook):
Prey:
Predator:
Transcribed Image Text:Given is a predator-prey model with the following parameters: Carrying capacity is 1000, the regrowth rate of the prey is 10% per time step (0.10), the relative harvesting rate of predators of prey is 0.005, the relative growth burst of the predator population due to the availability of prey meat is 0.002, and the per capita death rate of the predators per time step is 0.7. What are the equilibria? Equilibrium 1: No prey and No predators Equilibrium 2: 1000 prey and no predators Find the co-existence equilibrium (see section 9.3 in textbook): Prey: Predator:
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