+0

0
56
1
+23

In triangle ABC, the angle bisector of $$\angle BAC$$ meets $$\overline{BC}$$ at D such that AD = AB. Line segment $$\overline{AD}$$ is extended to E, such that CD = CE and $$\angle DBE = \angle BAD$$. Show that triangle ACE is isosceles.

Jun 2, 2020

#1
+906
0

I know this is a writing problem so I'll only give a hint

ALL USERS DO NOT GIVE FULL SOLUTIONS.

Hint: Can you find any similar triangles?

Jun 2, 2020