PLEASE ANSWER THE ABOVE QUESTION
ANSWER WHICH IS BEST IS THE BRAINLIEST
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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.
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.
Xosmos:
Hope it helps
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the property is sas not aas
No , it is a as
but in my book it is sas
It is wrong
I have done it correctly , you can verify with your teacher
oi
ok
Now mark brainliest* , I require one to become Expert
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hoping this is what you need.
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but in my book it us given THE ANSWER IS SAS PROPERTY
is
but aas is the correct ans
is there any property like aas property
yes
now plz mark it as brainliest. i need it
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