AB IS PARALLEL TO CD AND O IS THE MID POINT OF AD.SHOW THAT O IS THE MID POINT OF ANGLE AOB=DOC
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Hey there,
To prove triangle AOB is congruent to triangle DOC
=>AB=CD. (Parallel lines)
=>AO=OD. (As midpoint O divides AD equally)
=>angle COD = angle AOB. (As vertically opposite angles)
Thus by AAS congruence condition triangle AOB is congruent to triangle DOC.
Hope his helps!
To prove triangle AOB is congruent to triangle DOC
=>AB=CD. (Parallel lines)
=>AO=OD. (As midpoint O divides AD equally)
=>angle COD = angle AOB. (As vertically opposite angles)
Thus by AAS congruence condition triangle AOB is congruent to triangle DOC.
Hope his helps!
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