1. The problem statement, all variables and given/known data Given: Right triangle ABC with right angle A segment AD is an altitude of the triangle segment AE is an angle bisector of angle BAC segment AF is the median of side BC note: side BC has points D,E, and F on it in that order EDIT: I've added a picture of the figure: http://westchesterccb.com/proofpic.JPG [Broken] Prove: angle DAE is congruent to angle EAF 2. Relevant equations N/A 3. The attempt at a solution Got three similar triangles in ABD ~ DAC ~ DBA Sorry for the lack of formatting. To anyone who would attempt this proof and possibly solve it, I'd greatly appreciate it.