Mathematics, 19.09.2021 05:30, lololololol16
Investigate the following harvesting model both qualitatively and analytically. If a constant number h of fish are harvested from a fishery per unit time, then a model for the population P(t) of the fishery at time t is given by:
dP /dt = P(a Ć¢Ėā bP) Ć¢Ėā h, P(0) = P0, where a, b, h, and P0 are positive constants.
Suppose a = 9, b = 1, and h = 81/4.
Required:
Determine whether the population becomes extinct in finite time.
a. The population becomes extinct in finite time if P0 > 9 2 .
b. The population becomes extinct in finite time if P0 = 9 2 .
c. The population becomes extinct in finite time for all values of P0.
d. The population becomes extinct in finite time if P0 < 9 2 .
Answers: 1
Mathematics, 21.06.2019 19:00, priscillaan
Solve 3x-18=2y and 5x-6y=14 by elimination or substitution . show all !
Answers: 1
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