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Concurrent radical axes

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  • Antreas Hatzipolakis
    Let ABC be a triangle, P a point, A B C the cevian triangle of P, O the center of the cevian circle of P, and A B C the circumcevian triangle of P. The
    Message 1 of 1 , May 31, 2010
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      Let ABC be a triangle, P a point, A'B'C' the cevian triangle of P,
      O' the center of the cevian circle of P, and A"B"C" the circumcevian
      triangle of P.

      The cirvumcircle of AA"O' intersects the cevian circle of P
      at A1, A2. Similarly B1,B2 and C1, C2.

      The Lines A1A2, B1B2, C1C2 concur at a point on PO'.

      APH


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