Suppose a population function P(t) satisfies the following differential equation. P is measured in millions and t is in
Posted: Tue May 10, 2022 6:30 pm
Suppose a population function
P(t)
satisfies the following differential
equation. P is measured
in millions and t is
in years.
dP/dt= P(P − 10),
1, Write a definite integral for computing the time that it
takes for an initial population of 6 (millions) to decline to 0.5
(million.) [Hint: Separate the variables. Think
of t as a function of P.]
P(t)
satisfies the following differential
equation. P is measured
in millions and t is
in years.
dP/dt= P(P − 10),
1, Write a definite integral for computing the time that it
takes for an initial population of 6 (millions) to decline to 0.5
(million.) [Hint: Separate the variables. Think
of t as a function of P.]