The Allee effect can be modeled using $\frac{dN}{dt}=g(N)=rN(N-a)(1-\frac{N}{K})$ where $r>0$hat$(N)=0,$hat$(N)=$Khat$(N)=$ahat$(N)=0$hat$(N)=Khat(N)=a0$ and $r>0.$

Use the stability criterion $to$ make a statement about hat$(N)=0,$hat$(N)=K,$ and hat$(N)=a.$

hat$(N)=0$ and hat$(N)=K$ are $$ whereas hat$(N)=ais$ Need Help? $$