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List of forum topicsenRe: to prove: rays bisecting 3 angles of a triangle meet at a single point
http://mathforum.org/kb/thread.jspa?messageID=1077590&tstart=0#1077590
> > I have a geometry puzzle that I cannot seem to prove. > I believe that if you]]>Feb 10, 1999 10:10:16 AMFeb 10, 1999 10:10:16 AMAWatsonNY@aol.com0Re: center of gravity formula
http://mathforum.org/kb/thread.jspa?messageID=1077920&tstart=0#1077920
Imrich Miklosko wrote:

> We have an isosceles triangle with 2 sides equal to 100 cm. We have > figured]]>May 19, 1998 9:41:17 PMMay 19, 1998 9:41:17 PMguyfbran@erols.com0center of gravity formula
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]]>May 16, 1998 3:30:42 PMMay 16, 1998 3:30:42 PMimiklosk@direct.ca1Re: to prove: rays bisecting 3 angles of a triangle meet at a single point
http://mathforum.org/kb/thread.jspa?messageID=1077587&tstart=0#1077587
> > I have a geometry puzzle that I cannot seem to prove. > I believe that if you]]>Dec 28, 1997 4:57:04 PMDec 28, 1997 4:57:04 PMguyfbran@erols.com2Re: to prove: rays bisecting 3 angles of a triangle meet at a single point
http://mathforum.org/kb/thread.jspa?messageID=1077586&tstart=0#1077586
> Do you know a property about how to tell if a point lies on the bisector > of an angle,]]>Dec 28, 1997 5:34:24 AMDec 28, 1997 5:34:24 AMf.v.lamoen@wxs.nl0Re: to prove: rays bisecting 3 angles of a triangle meet at a single point
http://mathforum.org/kb/thread.jspa?messageID=1077585&tstart=0#1077585
This is a nice property of a triangle.

Do you know a property about how to tell if a point lies on the bisector of an]]>Dec 28, 1997 3:07:07 AMDec 28, 1997 3:07:07 AMmkeyton@tenet.edu1to prove: rays bisecting 3 angles of a triangle meet at a single point
http://mathforum.org/kb/thread.jspa?messageID=1077584&tstart=0#1077584
I believe that if you bisect each of the 3 angles of a triangle with 3 rays, those rays]]>Dec 27, 1997 10:13:54 PMDec 27, 1997 10:13:54 PMeks@worldpath.net6