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)
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)
Chapter6: Exponential And Logarithmic Functions
Section6.7: Exponential And Logarithmic Models
Problem 26SE: What is the y -intercept of the logistic growth model y=c1+aerx ? Show the steps for calculation....
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Differential Equations. If the height of the sunflower is 17.9 cm after 7 days, find the particular solution for the initial value
problem (IVP).
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