Difference between revisions of "Bisector Theorem"

(New page: If a triangle <math>ABC</math>, let <math>D</math> be the intersection between the side <math>BC</math> and the interior angle bisector of angle <math>\angle BAC</math>. Then <cmath> \dfra...)
 
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If a triangle <math>ABC</math>, let <math>D</math> be the intersection between the side <math>BC</math> and the interior angle bisector of angle <math>\angle BAC</math>. Then <cmath> \dfrac { AB } {AC } = \frac {BD}{CD} . </cmath>
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#redirect [[Angle Bisector Theorem]]
 
 
The converse is also true.
 
 
 
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Revision as of 18:32, 24 September 2007