Question

In a triangle ABC, AB = AC. Points E on AB and D on AC are such that AE = AD. Prove that triangles BCD and CBE are congruent.​

Answer 1

Answer:

Explanation:

b c = b c     ( common side )

b e = c d    (  A E = A D , A B = AC THEN  B E = C D )

E B C =  DC B ( OPPOSITE  ANGLE  EQUAL SIDE )

D B C CONGRUENT TO  E C B ( SAS)