In a seasonal-growth model, a periodic function of time is introduced to account for seasonal variations in
Question:
(a) Find the solution of the seasonal-growth model where k, r, and Φ are positive constants.
(b) By graphing the solution for several values of k, r, and Φ, explains how the values of k, r, and Φ affect the solution. What can you say about lim t→∞ P (t)?
Transcribed Image Text:
dP kP cos(rt - 4) P(0) - P. dt
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a dPdt kP cosrto dPP k cosrto dt fdPPkfcosrtodt In P kr sinrt o C Since this is a ...View the full answer
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