Answer Happy

In a predator-prey relationship, Where a community consists of
N w Wolves (predators) and Nr rabbits
(prey), with B and D representing the birth and death rates of the
respective species. The rate of change (growth or decay) of the
Wolves (w) and rabbit (r) population can be modeled by the
equations:
=
=
Given the information in the table below, fill in the variables
in the equations above.
Rabbit growth Wolfgrowth Wolf mortality k1 k2 k3 0.03 0.0005 0.05 Ar={k1*r-k2*r*w) Aw={k2*r*wHk3*w) r'=(k1*r-k2*r*w}+r w'=fk2*r*wHk3*w)+w Time 2 3 JOU AWNAO Predator-Prey Interaction Model 200 180 160 140 Rabbits Wolves r w 100 100 98 100 96.04 99.9 94.124002 99.702198 92.2555371 99.40927304 90.4376753 99.02433733 88.6730401 98.5508859 86.963828 97.99274493 85.3118307 97.35401979 83.7184608 96.63904363 82.1847786 95.85232744 80.7115209 94.99851223 79.2991293 94.08232382 77.94778 93.1085308 76.6574117 92.0819059 75.4277538 91.00719089 74.2583524 89.88906534 73.148596 88.73211902 72.097739 87.54082804 71.1049232 86.31953452 70.169199 85.07242973 69.2895429 83.80354037 68.4648746 82.51671785 67.6940725 81.21563033 120 Number of Organisms 100 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 NNNN Rabbits 80 - Wolves 50 20 20 0 0 100 200 100 500 600 300 Generation