Videos and solutions to help statistics students learn the Logistic Equation and Models for Population.

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The Logistic Equation and Models for Population - Example 1, part 1.

In this video, we have an example where biologists stock a lake with fish and after one year the population has tripled. Knowing the carrying capacity, This video shows how to find a formula for the population at time 't' using the analytic solution.

In this video, Patrick finds how long it actually takes for the population of fish to reach a total of 4,000.

In this video, Patrick finds the analytic solution to the logistic differential equation.

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