Advanced Simulation

Using Eulers scheme, draw Harvesting Fish in a lake problem solution given in the form:

P=r(1-P/K)*P-H where P=P(t) is the fish population at time t, P is the rate of change in time of fish population, K is constant indicating the carrying capacity of the lake and H is a constant harvest per unit of time.

Using r=0.01, K=1000:

.Create Excel simulation and

Draw diagrams for:

.H=0 (no harvesting),

.H=r*K/8 (sub-critical harvesting) and

.H=r*K/2 (supercritical harvesting).

. Surmise how you could use this in a Unity Persuasion Game Simulation of Fish Harvesting

. Surmise how you could use this in a Unity Persuasion Game Simulation of other harvesting situation