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 Community Discussion Question:
circles
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 29 May 2008 17:06:27 IST
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A circle is circumscribed about a triangle ABC. Let N denote the intersection point of the tangents to the circle which pass through the points B and C. M is a point of the circle such that AM is parallel to BC and K is the intersection point of MN and the circle. Prove that KA bisects BC.
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Moderation Team
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