How to do this sum from 9th grade
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Step-by-step explanation:
GIVEN
AB PARALLEL CD
O IS MID POINT OF AD
PROOF
OA =OD (given)
COD=AOB(vertically opposite angle)
DCB=CBA,(alternate interior angle)
since triangleAOB CONGRUENT TRIANGLE DOC
OC=OB(CPCT)
HENCE O IS MID POINT OF BC
HENCE PROVED
HOPE THIS HELPS YOU
Answered by
2
given = AB||CD
AO=OD
To prove = ∆AOB=∆DOC
O is the midpoint of BC
prove = AO =OD (GIVEN)
CD=AB(GIVEN)
angle COD = angle AOB ( VARTACALLY OPPOSET ANGLES)
ACCORDING TO SAS RULE ∆AOP=∆DOC
HENCE O IS THE MIDPOINT
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