in triangle abc ab=ac and bisects of angle b and c intersect at point o.prove that bo=Co and the ray ao is the bisecter of angle bac.
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angle b=angle c ( opp. sides of angles are
equal) , angle b ka half = angle 1 simarly from(1) angle c ka half= angle 2 from (2) from 1 and 2. angle 1= angle 2 , bo =co ( opp. angles of equal sides).
equal) , angle b ka half = angle 1 simarly from(1) angle c ka half= angle 2 from (2) from 1 and 2. angle 1= angle 2 , bo =co ( opp. angles of equal sides).
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