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person in a community of 1,000 people who has the flu. Researchers find that for this particular strain of the flu, the logistic gr

person in a community of 1,000 people who has the flu. Researchers find that for this particular strain of the flu, the logistic gr

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Problem: At time t = 0 there are 10 person in a community of 1,000 people who has the flu. Researchers find that for this particular strain of the flu, the logistic growth constant is r = 0.603. At what time t (in days) will the entire population have had the flu based on the logistic growth model?

Population Dynamics II. The Logistic Equation We assume that the environment has an intrinsic carrying capacity K, and populations larger than this size experience heightened death rates. N(t) Ma/K + (1 - M/K)e-
Transcribed Image Text:Population Dynamics II. The Logistic Equation We assume that the environment has an intrinsic carrying capacity K, and populations larger than this size experience heightened death rates. N(t) Ma/K + (1 - M/K)e-
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