A population growing with harvesting will behave according to the differential equation dy 0.1y(1 dt 1300 y(0) = yo Find the value for c for which there will be only one equilibrium solution to the differential equation C = If c is less than the value found above, there will be equilibria. If c is greater than the value found above, there will be equilibria.
A population growing with harvesting will behave according to the differential equation dy 0.1y(1 dt 1300 y(0) = yo Find the value for c for which there will be only one equilibrium solution to the differential equation C = If c is less than the value found above, there will be equilibria. If c is greater than the value found above, there will be equilibria.
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 population growing with harvesting will behave according to the differential equation
dydt=0.1y(1−y1300)−cdydt=0.1y(1-y1300)-c
y(0)=y0y(0)=y0
Find the value for c for which there will be only one equilibrium solution to the differential equation
c =
If c is less than the value found above, there will be equilibria. If c is greater than the value found above, there will be equilibria.
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