Please determine the TIME at which the height of the sunflower is increasing most rapidly and the actual HEIGHT of the sunflower at that time. Differential Equations The condition is, H (7) = 17.9;2601+ Ce-0.004 (7)17.9=⇒1+C₂-0.004(7)⇒C₂ -0.004(7)⇒-662) = 5-26017.926017.9'¡-1)×⇒C 13.9092;⇒H(t)=- 1;0.004x(7).xeº2601+13.9092xe-0.004z The logistic growth model describing the changing height of a sunflower, H, in cm. as a function of time, t,in days, can be written asdHdt=0.004H (260- H)

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Answered: The logistic growth model describing…

The logistic growth model describing the changing height of a sunflower, H, in cm. as a function of time, t, in days, can be written as dH dt = 0.004H (260-H)

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter2: Equations And Inequalities

Section2.1: Equations

Problem 75E

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Please determine the TIME at which the height of the sunflower is increasing most rapidly and the actual HEIGHT of the sunflower at that time. Differential Equations