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Python This simulates the population of fish. Use this to generate a plot with a numerical solution and the exact solution on the same plot axes for model parameters, P_m = 20,000 fish with a birth rate of b=6%, a harvesting rate of h=4%, a change in t=0.5 and y_0=5000

Python This simulates the population of fish. Use this to generate a plot with a numerical solution and the exact solution on the same plot axes for model parameters, P_m = 20,000 fish with a birth rate of b=6%, a harvesting rate of h=4%, a change in t=0.5 and y_0=5000

C++ for Engineers and Scientists
C++ for Engineers and Scientists
4th Edition
ISBN:9781133187844
Author:Bronson, Gary J.
Publisher:Bronson, Gary J.
Chapter1: Fundamentals Of C++ Programming
Section: Chapter Questions
Problem 2PP: (Conversion) An object’s polar moment of inertia, J, represents its resistance to twisting. For a...
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This simulates the population of fish. Use this to generate a plot with a numerical solution and the exact solution on the same plot axes for model parameters, P_m = 20,000 fish with a birth rate of b=6%, a harvesting rate of h=4%, a change in t=0.5 and y_0=5000  

The differential equation has an exact solution yo PM (h-b) (PM(h-b) + byo)e(h-b)t - byo y(t) =
Transcribed Image Text:The differential equation has an exact solution yo PM (h-b) (PM(h-b) + byo)e(h-b)t - byo y(t) =
with yo as the initial population of fish. Use this to generate a plot of the numerical solution and the exact solution on the same plot axes for model parameters PM = 20,000 fish with a birth rate of 6% and a harvesting rate of h = 4% and At = 0.5 and yo = 5000.
Transcribed Image Text:with yo as the initial population of fish. Use this to generate a plot of the numerical solution and the exact solution on the same plot axes for model parameters PM = 20,000 fish with a birth rate of 6% and a harvesting rate of h = 4% and At = 0.5 and yo = 5000.
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