Difference between revisions of "Betweenness of Points Theorem"

Revision as of 01:10, August 31, 2011

The Betweenness of Points Theorem is a theorem which states that: If A-B-C, then AB + BC = AC.

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	The '''Betweenness of Points Theorem''' is a [[theorem]] which states that: If A-B-C, then AB + BC = AC.		The '''Betweenness of Points Theorem''' is a [[theorem]] which states that: If A-B-C, then AB + BC = AC.