Art of Problem Solving

Angle bisector: Difference between revisions

Joml88 (talk | contribs)
m stubbed
Joml88 (talk | contribs)
No edit summary
Line 2: Line 2:


<center>[[Image:Anglebisector.png]]</center>
<center>[[Image:Anglebisector.png]]</center>
== Features of Angle Bisectors ==
In a triangle, the angle bisectors (which are [[cevian|cevians]]) will intersect at the [[incenter]] of the triangle.


==See also==
==See also==
* [[Angle Bisector Theorem]]
* [[Angle Bisector Theorem]]
* [[Cevian]]
* [[Geometry]]
* [[Geometry]]
* [[Stewart's Theorem]]


{{stub}}
{{stub}}

Revision as of 19:35, 27 June 2006

For an angle $\displaystyle \angle ABC$, the angle bisector of $\displaystyle \angle ABC$ is the line from B such that the angle between this line and $\displaystyle BC$ is equal to the angle between this line and $\displaystyle AB$.

Features of Angle Bisectors

In a triangle, the angle bisectors (which are cevians) will intersect at the incenter of the triangle.

See also

This article is a stub. Help us out by expanding it.