Solve the problem.
-The population N(t) of a certain species of animal in a controlled habitat at time t is assumed to satisfy the
logistic growth model (A) Show that is the general solution of this differential equation, and evaluate (
B) Graph the particular solutions that satisfy N(0) = 750 and N(0) = 3000. (
C) Discuss the long-term behavior of this population.

Question

Solve the problem.
-The population N(t) of a certain species of animal in a controlled habitat at time t is assumed to satisfy the
logistic growth model  (A) Show that is the general solution of this differential equation, and evaluate (
B) Graph the particular solutions that satisfy N(0) = 750 and N(0) = 3000. (
C) Discuss the long-term behavior of this population.

Quizplus · Accepted Answer

The Answer of Solve the problem.
-The population N(t) of a certain species of animal in a controlled habitat at time t is assumed to satisfy the
logistic growth model  (A) Show that is the general solution of this differential equation, and evaluate (
B) Graph the particular solutions that satisfy N(0) = 750 and N(0) = 3000. (
C) Discuss the long-term behavior of this population.

Solve the Problem. -The Population N(t) of a Certain Species of Animal in of Animal