Question: Let O e intAABC. (By definition, intAABC is the intersection of the interiors of ZA, ZB, and ZC) a) Prove that OB+ OC

Let O e intAABC. (By definition, intAABC is the intersection of the 

Let O e intAABC. (By definition, intAABC is the intersection of the interiors of ZA, ZB, and ZC) a) Prove that OB+ OC

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a Lets extend BO until it intersects AC at D By the triangle inequality we have ... View full answer

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