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Logistic Functions loading

Model for a situation with initial exponential growth and an upper limit.

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  • Read
    Logarithmic Functions

    Logarithmic Functions

    by EPISD Precalculus Team //at grade
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  • Read
    Logistic Functions

    Logistic Functions

    by EPISD AQR Team //at grade
    Exponential growth increases without bound. This is reasonable for some situations; however, for populations there is usually some type of upper bound. This can be caused by limitations on food, space or other scarce resources. The effect of this limiting upper bound is a curve that grows exponentially at first and then slows down and hardly grows at all. What are some other situations in which logistic growth would be an appropriate model?
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  • Video
    Logistic Functions

    Logistic Functions

    by Wesley Woo //at grade
    Video for logistic functions.
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