t0 Imu y when t = 3.13ENRICHMENTmodel, with N =N =C + e-t'athat time.Find the values of B and C in terms of N and No.h. Show that the populatioa rcaches a limit, and find that limit in teri:as ofN-

Given that: N=N0et/2N=BC+e−t To find the value of B and C in terms of N0 and Nc.

a growing population of rabbits on Br'er Island can initially be modelled by the CApe 13 model, with N = Noe2. When the population reaches a critical value, N = Nc ule me %3D that time. Find the values of B and C in terms of N and No. N = C + e-1' with the constants B and C chosen so that both models predict the sar h. Show that the populatio3 1caches a limit, and find that limit in teri:ns of N.

a growing population of rabbits on Br'er Island can initially be modelled by the CApe 13 model, with N = Noe2. When the population reaches a critical value, N = Nc ule me %3D that time. Find the values of B and C in terms of N and No. N = C + e-1' with the constants B and C chosen so that both models predict the sar h. Show that the populatio3 1caches a limit, and find that limit in teri:ns of N.

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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t0 Imu y when t = 3.
13
ENRICHMENT
model, with N =
N =
C + e-t'
a
that time.
Find the values of B and C in terms of N and No.
h. Show that the populatioa rcaches a limit, and find that limit in teri:as ofN-

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