SOLVE? b. Let P (t) is the population of a certain animal species. Assume that P(t)satisfies the logistic growth equation dp/dt = 0.2 p [1 - (p/200)]. The solution is:P =РOption 2p =O Option 3P =0.2 teA+ Be-0.2 tOption 1-A + Be 0.2 te-0.2 t0.2 teA+ Be 0.2 tNone of the abovep = A (1 + 0.2 t)eO Option 4

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b. Let P (t) is the population of a certain animal species. Assume that P(t) satisfies the logistic growth equation dp/dt = 0.2 p [1 - (p/200)]. The solution is: P = O Option 2 p= e 0.2 t A+ Be-0.2 t e-0.2 t A + Be 0.2 t O Option 3 P = р Option 1 0.2 t e A+ Be 0.2 t None of the above p= A (1 + 0.2 t) Option 4

b. Let P (t) is the population of a certain animal species. Assume that P(t) satisfies the logistic growth equation dp/dt = 0.2 p [1 - (p/200)]. The solution is: P = O Option 2 p= e 0.2 t A+ Be-0.2 t e-0.2 t A + Be 0.2 t O Option 3 P = р Option 1 0.2 t e A+ Be 0.2 t None of the above p= A (1 + 0.2 t) Option 4

College Algebra

1st Edition

ISBN:9781938168383

Author:Jay Abramson

Publisher:Jay Abramson

Chapter6: Exponential And Logarithmic Functions

Section6.8: Fitting Exponential Models To Data

Problem 56SE: Recall that the general form of a logistic equation for a population is given by P(t)=c1+aebt , such...

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