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Tangential or Circumscribed Quadrilateral: Pitot Theorem
Level: High School, SAT Prep, College geometry
Wednesday, July 22, 2009
Tangential or Circumscribed Quadrilateral: Pitot Theorem
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it is easy to prove using th fact that tangents from the same point to the same circle are equal
ReplyDeleteAnonymous is right... by substitution we have a reflexive property so the theorem is true. Quite elementary
ReplyDeleteif the the point of contacts are joined and perimeter of this cyclic quad is given , can we find the perimeter of the circumscribed quad.?
ReplyDeleteThe converse is more difficult to prove.
ReplyDelete