5) In a graph that plots prey population (Nprey) on the x-axis against the number of predator
offspring produced per unit of time on the y-axis, the slope represents the
A) efficiency of predation (c).
B) efficiency with which food is converted into predator population growth or reproduction (b).
C) predator population growth rate (r).
D) the rate of increase in prey availability.
6) In the basic Lotka-Volterra equations that describe predator-prey interactions, the growth rate
of the prey population (dNprey/dt) is zero when the density of predators (Nprey) is equal to
A) r/N.
B) N/r.
C) r/c.
D) c/r.
7) The net outcome of predator-prey interactions in the basic Lotka-Volterra models is that
A) the predator drives its prey to extinction and then goes extinct itself.
B) the prey population declines and this causes the predator population to also decline.
C) predator and prey populations eventually converge on equilibrium population sizes that are
maintained into infinity.
D) predator and prey populations oscillate, with each predictably increasing and decreasing in
response to the other.
8) In a simple experiment involving only predator and prey with no refuge,
A) prey will always survive.
B) predators will typically drive their prey to extinction.
C) both populations will oscillate.
D) prey populations will oscillate.