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Calculus
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5 Jun 2020

The Lotka-Volterra equation represent the growth of population in a predator prey relationship. The Lotka-Volterra is given as:

 

In a natural habitat, if the population growth is in equilibrium at {y=0 and x=0}, which species will go extinct?

 

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Calculus 2
Skill
Solve problems relating to logistic models
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Collen Von
Collen VonLv2
24 Jul 2020

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Related questions

A forest on foot hills has population of snakes and rats. The snake is natural predator of rats and the population growth of both follows the predator-prey equations given by as,

Rat :

 

Snake :

The population growth is in equilibrium and oscillating periodically over time, represented graphically below,

In equilibrium, what is frequency of oscillation for the population growth.

 

The differential equation below describes the rates of growth of two populations x and y (both measured in thousands of species A and B, respectively.dx/dt = 0.3xdy/dt = 0.1xy - 0.05y If alone, the X population grows exponentially, since if Y=0 we have dx/dt = ?If alone, the Y population decreases to zero exponentially, since if X=0 we have dy/dt= ?

a differential equivalent problem

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