The population of fish in a lake declines at rate 8% every year. Let P be the population of fish as a function of time t in years. What is the differential equation of the population model?

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AP Calculus AB

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Solve exponential models with differential equations

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1 Sep 2020

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The population of fish in a lake declines at rate 8% every year. Let be the population of fish as a function of time in years. Suppose that the population of fish in the lake is 20 millions in the beginning. What is the population of fish in the lake after 2 years?

The population of fish in a lake declines at rate 8% every year. Let be the population of fish as a function of time in years. Suppose that the population of fish in the lake is 20 millions in the beginning. How many years the population of fish in the lake has less than half of the initial population?

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