Average Value of a Function on an Interval

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This calculus video tutorial explains how to calculate the average value of a function over an interval and how to find the value of c that makes the function f(x) equal to the average value of the function where the area of the rectangle is equal to the area under the curve on the interval [a,b].

Antiderivatives:


Fundamental Theorem - Part 1:


Fundamental Theorem - Part 2:


Net Change Theorem:


Mean Value Theorem - Integrals:


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Average Value of a Function:


U-Substitution - Indefinite Integrals:


U-Substitution - Definite Integrals:


1st Order Differential Equations:


Initial Value Problem:


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Area Between Two Curves:


Disk and Washer Method:


Volume By The Shell Method:


Volume By Cross Sections:


Arc Length Calculus Problems:


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Calculus Final Exam and Video Playlists:


Full-Length Videos and Worksheets: