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geometry · This list is for general discussions of geometry and related branches of mathematics, including proofs, constructions, trigonom
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Reply | Forward Message #321 of 1092 |
Hi!
I just joined this group and I have a problem, which I want you to
help me solve. I have to prove that in a triangle ABC, if the angle
bisector of A meets the perpendicular bisector of BC at P, then the
point P lies on the circumcircle of triangle ABC. In other words,
quadrilateral ABCP is cyclic!
PLEASE HELP!
Thanks in advance
Usha
Sun Sep 7, 2003 3:48 pm

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ushakmoorthy
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Forward 		Message #321 of 1092 |
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Hi! I just joined this group and I have a problem, which I want you to help me solve. I have to prove that in a triangle ABC, if the angle bisector of A meets... 		Usha
ushakmoorthy
Offline Send Email 		Sep 7, 2003
3:48 pm
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