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dN N a =N(1 E) .ARGE -l}=N_{t}+r'N_{t}(1-fr'ac{N_-[t}} {K}) N Nt+1 = Nt + TNtU. ft #### a) Is the first or second equation continuous or
dN N a =""N(1 E) .ARGE -l}=N_{t}+r'N_{t}(1-\\fr'ac{N_-[t}} {K}) N Nt+1 = Nt + TNtU. ft #### a) Is the first or second equation continuous or discrete? #### b) What happens to the population in the top equation when N is small. The dynamics when N is small are most similar to what kind of population growth? #### c) Indicate what happens to N(t+1) in the bottom equation as N approaches K. #### d) Indicate what happens to N(t+1) in the bottom equation when N is greater than K. >>
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