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- A concave up interval is a section of a curve that is shaped like a cup, and a concave down interval is a section of a curve that is shaped like an upside down cup1. These intervals can contain both increasing and/or decreasing intervals, depending on the rate of change of the function2. Concave up and down intervals are useful to analyze the behavior of functions and make predictions about their behavior1.Learn more:✕This summary was generated using AI based on multiple online sources. To view the original source information, use the "Learn more" links.Specifically, an interval of concave up refers to a section of a curve that is shaped like a cup and concave down refers to a curve shaped like an upside down cup. These intervals are important to understand in order to analyze the behavior of functions and make predictions about their behavior.andymath.com/intervals-of-concave-up-and-down/A concave up interval can contain both increasing and/or decreasing intervals. A concave downward interval can contain both increasing and/or decreasing intervals. Remember that the first derivative f’ f ’ gives us the rate of change of the function f f, which allows us to determine when f f is increasing, decreasing, or constant.articles.outlier.org/concave-down-definition
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