The differential equation dP/dt = (k cos t)P, where k is a positive constant, is a mathematical
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The differential equation dP/dt = (k cos t)P, where k is a positive constant, is a mathematical model for a population P(t) that undergoes yearly seasonal fluctuations. Solve the equation subject to P(0) = P0. Use a graphing utility to graph the solution for different choices of P0.
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Related Book For 
A First Course in Differential Equations with Modeling Applications
ISBN: 978-1305965720
11th edition
Authors: Dennis G. Zill
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