Intermediate Value Theorem + Example on Proving a Root Exists

In this video I go over what the intermediate value theorem is and show how it can be used to prove if a root of a function exists in any given interval.

Download the notes in my video: https://www.dropbox.com/s/sk933ffhxd6q37a/319%20-%20Intermediate%20Value%20Theorem%20%2B%20Finding%20Roots.pdf

Related Videos:

Rolle's Theorem: http://youtu.be/GYha-rqCaxY Types of Intervals - Closed vs Open Intervals: http://youtu.be/wGthQDEixcw Continuity: http://youtu.be/_tBGb7Ku-CM Continuity Part 2 One Sided Continuity: http://youtu.be/1ehfKsXf3wE Continuity Part 3: Continuity on an Interval: http://youtu.be/f760EuW42dg Continuity Part 4: Complicated Functions: http://youtu.be/c4PSBgANFH8 .

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