Β Consider the following differential equation system which describes the interaction between two species.
π₯Μ= π₯(β0.7 + 1.6π¦)
π¦Μ = 1.3π¦(1 β π¦) β 0.5π₯π¦
a) What type of interaction is modeled by the system? What is the significance of the variables?
b) Find the equilibrium points and analyze their stability.Β
The interaction type is a competing exception. Variables make sense as values of mutually exclusive goods, or goods.
"\\frac{\\delta Y}{\\delta y}=1.3-2.6y-0.5x=0"
"y=0.44"
"x=0.312"
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