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
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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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 =
Р
Option 2
p =
O Option 3
P =
0.2 t
e
A+ Be-0.2 t
Option 1
-
A + Be 0.2 t
e-
0.2 t
0.2 t
e
A+ Be 0.2 t
None of the above
p = A (1 + 0.2 t)
e
O Option 4](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F684cc6a9-a7d5-4afe-aad7-1f00ca0a548e%2F6286bdfb-71fe-4f84-8de8-495ad744df1d%2F75zx569_processed.png&w=3840&q=75)
Transcribed Image Text: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 =
Р
Option 2
p =
O Option 3
P =
0.2 t
e
A+ Be-0.2 t
Option 1
-
A + Be 0.2 t
e-
0.2 t
0.2 t
e
A+ Be 0.2 t
None of the above
p = A (1 + 0.2 t)
e
O Option 4
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