In figure , AB > AC, BO and CO are the bisectors of B and C respectively. Show that OB > OC.
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AB>AC
angle ACB>angle ABC (inequality of triangle property)
1/2 ACB > 1/2 ABC. ( all are angles)
angle OCB > angle OBC. (OB AND OC ARE BISECTORS)
SO. OB > OC (inequality of triangle property)
angle ACB>angle ABC (inequality of triangle property)
1/2 ACB > 1/2 ABC. ( all are angles)
angle OCB > angle OBC. (OB AND OC ARE BISECTORS)
SO. OB > OC (inequality of triangle property)
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0
Answer:
ab+AB
beacuse of math
so get
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