A model for the population P(t) in a suburb of a large city is given by the initial-value problem dp P(1 P -), P(0) = 4000, dt 1000,000 where t is measured in months. The limiting value of the population and the time will take the population be equal to one-half of this limiting value respectively are 5000, 4992 b. 1000,000, 58 C. 2500, 2498 d. 1000,000 55
A model for the population P(t) in a suburb of a large city is given by the initial-value problem dp P(1 P -), P(0) = 4000, dt 1000,000 where t is measured in months. The limiting value of the population and the time will take the population be equal to one-half of this limiting value respectively are 5000, 4992 b. 1000,000, 58 C. 2500, 2498 d. 1000,000 55
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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![A model for the population P(t) in a suburb of a large city is given by the initial-value problem
dp
P(1
P
-), P(0) = 4000,
dt
1000,000
where t is measured in months.
The limiting value of the population and the time will take the population be equal to one-half of this
limiting value respectively are
а.
5000, 4992
b.
1000,000, 58
C.
2500, 2498
d.
1000,000 55](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fee1f5d00-2b06-4d9b-996b-2e4c16434e95%2F1614af20-308b-4844-8a5c-16ed8ba17aaf%2Fnzbrre5_processed.png&w=3840&q=75)
Transcribed Image Text:A model for the population P(t) in a suburb of a large city is given by the initial-value problem
dp
P(1
P
-), P(0) = 4000,
dt
1000,000
where t is measured in months.
The limiting value of the population and the time will take the population be equal to one-half of this
limiting value respectively are
а.
5000, 4992
b.
1000,000, 58
C.
2500, 2498
d.
1000,000 55
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