Consider the following model for the populations of rabbits and wolves (where R is the population of rabbits and W is the population of wolves).
dR/dt=0.08R(1-0.00032R)-0.00109RW
dW/dt=-0.04W+0.0001RW
Find all the equilibrium solutions:
(a) In the absence of wolves, the population of rabbits approaches [?] .
(b) In the absence of rabbits, the population of wolves approaches [?].
(c) If both wolves and rabbits are present, their populations approach r=[?] and w=[?] .