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6. The fish and wildlife service hires you to model the fish population in a local lake. You come up with the following conti
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@ At equilibria, dx=0 = ax = kx dt 14x K x = 0 1+x YO x (a - K x ) = 0 x=0 or a-kas x=0 or x= K - 1 Equilibria of this model.no at to f(x*) = a- k o Since o<ack Therefore the equilibrium point x²= o is stable at x* = K -1, f(x*) = a- k av f (xx) = a-

answered by: ANURANJAN SARSAM
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