The differential equation dp/dt = (k cost)P, where k is a positive constant, is a model of
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The differential equation dp/dt = (k cost)P, where k is a positive constant, is a model of human population P(t) of a certain community. Discuss an interpretation for the solution of this equation. In other words, what kind of population do you think the differential equation describes?
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Andjela Stamenkovic
Andjela Stamenkovic was born on January 1, 1995. In 2018, she graduated from High school as an Economics technician. The same year, she enrolled in the Faculty of Mathematics. In 2018, she enrolled in a Master’s Program in the Department of Probability, Statistics, and Financial Mathematics. She worked for 2 years as a Contributor to a website for solving math problems. Many years of experience in teaching students in mathematics.
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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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