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Proof:(◇=triangle)
In ◇AOB &◇AOC
AB=AC (Given)
AO=AO(Common)
OB=OC(sides opposite to equal angles)
Therefore, ◇AOB is congruent to ◇AOC(By SSS Rule)
So, <OAB=<OAC (CPCT)
Hence, OA bisects <A.
Proved.
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eramneelofer:
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