in triangle ABC the bisector of angle b and angle c intersect at a point o. prove that angle BOC = 90 + 1/2angle c
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A+B+C=180
OBC+OCB+BOC=180
B/2+C/2+BOC=180
(B+C)/2+BOC=180
(180-A)/2+BOC=180
90-A/2+BOC=180.
BOC=90+A/2
4.1
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