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Limited and Unlimited Growth Human population under unlimited growth: the Malthus equation and the carrying capacity of the environment, $ K $.
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Students can set multiple model parameters, such as starting population size, time, and carrying capacity, and observe how population growth is affected by changing any of these variables.

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Please see the Terms of Use for information on how this resource can be used. Skip to main content. Population Dynamics Launch Interactive. Share This.

HHMI BioInteractive

Description This interactive simulation allows students to explore two classic mathematical models that describe how populations change over time: the exponential and logistic growth models. Student Learning Targets Interpret and analyze graphs and data tables summarizing population growth over time. Describe the assumptions of the exponential and logistic population growth models, and how those assumptions do or do not apply to different populations. Use population growth models to project and interpret real biological examples, including human population growth.

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III. Stochastic Exponential Growth

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