Suppose that a population P(t) satisfies dP P F (1-500P), dt 2 where t is measured in days. Ast → ∞, the population P(t) will = O stabilize around 500. O increase without bound. O be fluctuating. stabilize around 0. P(0) = 20,

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Suppose that a population P(t) satisfies
dP
F(1-500P),
dt
2
where t is measured in days.
Ast → ∞, the population P(t) will
=
O stabilize around 500.
O increase without bound.
O be fluctuating.
stabilize around 0.
P(0) = 20,
Transcribed Image Text:Suppose that a population P(t) satisfies dP F(1-500P), dt 2 where t is measured in days. Ast → ∞, the population P(t) will = O stabilize around 500. O increase without bound. O be fluctuating. stabilize around 0. P(0) = 20,
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