Antidifferentiation as Area under a Curve - Teaching Concepts with Maple - Maplesoft

Teaching Concepts with Maple

Antidifferentiation as Area under a Curve



The Fundamental Theorem of Integral Calculus is illustrated by using a Riemann sum to find area under a curve. The resulting area is shown to be expressible by an antiderivative.

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Note: In Maple 2018, context-sensitive menus were incorporated into the new Maple Context Panel, located on the right side of the Maple window. If you are using Maple 2018, instead of right-clicking to bring up a menu, as shown in many of these videos, you will find the operations you need in the Context Panel. Learn how the Context Panel and other improvements in Maple 2018 let you and your students do even more with less effort.

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    Solution4-2_AntifferntiationAreaUnderCurve.mw


    Download the videos used in this example

    Solution4-2_AntifferntiationAreaUnderCurve.zip


    Dig Deeper: Related topics from Maple online help

    Riemann Sum
     Antiderivative


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