Difference between revisions of "Angle Bisector Tool"
From GeoGebra Manual
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<noinclude>{{Manual Page}}</noinclude> | <noinclude>{{Manual Page}}</noinclude> | ||
{{Tool Message}} | {{Tool Message}} | ||
| − | {{Tool|icon=Tool Angular Bisector.gif|name={{PAGENAME}} }} | + | {{Tool|icon=Tool Angular Bisector.gif|name={{PAGENAME}}|type=special line}} |
: Angle bisectors can be defined in two ways (also see command [[AngleBisector Command|AngleBisector]]): | : Angle bisectors can be defined in two ways (also see command [[AngleBisector Command|AngleBisector]]): | ||
:* Selecting three points ''A'', ''B'', and ''C'' produces the angle bisector of the enclosed angle, where point ''B'' is the apex. | :* Selecting three points ''A'', ''B'', and ''C'' produces the angle bisector of the enclosed angle, where point ''B'' is the apex. | ||
:* Selecting two lines produces their two angle bisectors. | :* Selecting two lines produces their two angle bisectors. | ||
: Note: The direction vectors of all angle bisectors have length 1. | : Note: The direction vectors of all angle bisectors have length 1. | ||
Revision as of 19:58, 9 June 2010
This article is about a GeoGebra tool. You can find a list of all tools on this page. If you are searching help how to use tools in general you should read the manual page about tools.
- Angle bisectors can be defined in two ways (also see command AngleBisector):
- Selecting three points A, B, and C produces the angle bisector of the enclosed angle, where point B is the apex.
- Selecting two lines produces their two angle bisectors.
- Note: The direction vectors of all angle bisectors have length 1.
