< PREVIOUS PROBLEM | NEXT PROBLEM >

The figure below shows an isosceles triangle ABC with AB = BC. Circle O is tangent to BC at D and cuts AB at E. If CF (F on AB) is parallel to DE, prove that FD is parallel to AC.

Home | Search | Geometry | Problems | All Problems | Open Problems | Visual Index | 10 Problems | Problems Art Gallery | Art | 1031-1040 | Triangle | Isosceles Triangle | Circle | Tangent Line | Parallel lines | Email | by Antonio Gutierrez

Add a solution to the problem 1039 Last updated: Sep 19, 2014