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dN logistic equation of fisher management N = aN(t) (1-) to supply fishes when a (1+) = 0 and N = ¹ k True O False * the medicine be disappear from the system at the rate proportional to c(t) = Concentration occurs at the end of each interval- D 1-e True D O False 1-e XT

dN logistic equation of fisher management N = aN(t) (1-) to supply fishes when a (1+) = 0 and N = ¹ k True O False * the medicine be disappear from the system at the rate proportional to c(t) = Concentration occurs at the end of each interval- D 1-e True D O False 1-e XT

Advanced Engineering Mathematics
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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logistic equation of fisher management a (1+) = 0 and N = ½ k 2 True O False * True dN the medicine be disappear from the system at the rate proportional to c(t): D end of each interval- KT 1e v O False =aN(t) (1 t) to supply fishes when N(t) k 27 1-e P Concentration occurs at the
Transcribed Image Text:logistic equation of fisher management a (1+) = 0 and N = ½ k 2 True O False * True dN the medicine be disappear from the system at the rate proportional to c(t): D end of each interval- KT 1e v O False =aN(t) (1 t) to supply fishes when N(t) k 27 1-e P Concentration occurs at the
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