Question

PLEASE ANSWER THE ABOVE QUESTION

ANSWER WHICH IS BEST IS THE BRAINLIEST

Answer 1

Consider triangle BOC and Aod
As AD parallel to BE ,
Angle OAD = Angle OCB , (alternate iterior angles .)
And also Angle AOD = Angle BOC (vertically opposite.)
And AD = BC.
Hence by AAS congruency triangle AOD is congruent to BOC.
By CPCT we have angle OCB= angle ODA
Now consider ABD and CAB 
DAB = ABC     ( ANGLE , BY DATA )
ADB = BCA     (ANGLE , PROVED ABOVE.)
AB =BA  ( SIDE , COMMON.)
Hence by AAS congruency 
We can prove 
Triangle ADB congruent to Triangle BCA.

Answer 2

hoping this is what you need.