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The growth rate for a population is 0.66. The carrying capacity of the environment is 6,400,500. If the initial population is 660,000, what Is the differential equation that rep…

The growth rate for a population is 0.66. The carrying capacity of the environment is 6,400,500. If the initial population is 660,000, what Is the differential equation that rep…
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The growth rate for a population is 0.66. The carrying capacity of the environment is 6,400,500. If the initial population is 660,000, what Is the differential equation that represents logistic growth for this situation?

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User Amrrs
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1 Answer

3 votes

Answer:

6,400,500 = 660,000(0.66)^t

Explanation:

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User Paul Ghiran
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6.6k points
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