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In a seasonal-growth model, a periodic function of time is introduced to account for seasonal variations in the rate of
Posted: Wed Jul 06, 2022 12:31 pm
by answerhappygod
- In A Seasonal Growth Model A Periodic Function Of Time Is Introduced To Account For Seasonal Variations In The Rate Of 1 (37.13 KiB) Viewed 20 times
In a seasonal-growth model, a periodic function of time is introduced to account for seasonal variations in the rate of growth. Such variations could, for example, be caused by seasonal changes in the availability of food. (a) Find the solution of the seasonal-growth model dP dt where k, r, and are positive constants. P = e = KP cos(rt - 4) P(0) = Por (b) By graphing the solution for several values of k, r, and o, explain how the values of k, r, and o affect the solution. As k increases, the amplitude stays the same, and the minimum value stays the same. As r increases, the amplitude decreases ✓and the period increases adjustments in the phase shift and period What can you say about lim P(t)? (If an answer does not exist, enter DNE.) t→∞0 lim P(t) = DNE t →∞o A change in produces slight