This calculus video tutorial provides a basic introduction into the extreme value theorem which states a function will have a minimum and a maximum value on a closed interval. This video provides graphical examples of absolute extrema and relative extrema. It shows you how to identify the absolute maximum and minimum values of a function on a graph. It also explains how to identify the relative maximum and minimum values as well.

Introduction to Limits:    • Calculus 1  Introduction to Limits  

Derivatives Fast Review:
   • Calculus 1  Derivatives  

Introduction to Related Rates:
   • Introduction to Related Rates  

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Extreme Value Theorem:
   • Extreme Value Theorem  

Finding Critical Numbers:
   • Finding Critical Numbers  

Local Maximum & Minimum:
   • Finding Local Maximum and Minimum Val...  

Absolute Extrema:
   • Finding Absolute Maximum and Minimum ...  

Rolle's Theorem:
   • Rolle's Theorem  

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Mean Value Theorem:
   • Mean Value Theorem  

Increasing and Decreasing Functions:
   • Increasing and Decreasing Functions ...  

First Derivative Test:
   • First Derivative Test  

Concavity & Inflection Points:
   • Concavity, Inflection Points, and Sec...  

Second Derivative Test:
   • Second Derivative Test  

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L'Hopital's Rule:
   • L'hopital's rule  

Curve Sketching With Derivatives:
   • Curve Sketching  Graphing Functions ...  

Newton's Method:
   • Newton's Method  

Optimization Problems:
   • Optimization Problems  Calculus  

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