Home Geometry Problems All Problems Cyclic Quadrilateral Perpendicular Chords 331-340 View or post a solution 
Geometry Problem 334. Cyclic Quadrilateral, Perpendiculars to Diagonals. Level: High School, College, SAT Prep.

The figure shows a cyclic quadrilateral ABCD. E is the intersection point of AC and BD. AF and CH are perpendicular to BD. BG and DM are perpendicular to AC.
Prove that (1) AF.CH = BG.DM, (2) EF.EH = EG.EM.

Geometry problem about Cyclic Quadrilateral


Last updated: Sep 2, 2014

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