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Re: Inscribed Hexagon Centered At Incircle

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  • Kostas Vittas
    Dear Tuan. I think that it is clear. Best regards Kostas Vittas. ... Draw three congruent circles (Ia), (Ib), (Ic) centered at touch points Ia, Ib, Ic; (Ia)
    Message 1 of 2 , May 30 10:56 PM
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      Dear Tuan.

      I think that it is clear.

      Best regards
      Kostas Vittas.

      --- In Hyacinthos@yahoogroups.com, Quang Tuan Bui <bqtuan1962@...>
      wrote:
      >
      > Dear All My Friends,
      > Given triangle ABC with intouch triange IaIbIc and incenter I.
      Draw three congruent circles (Ia), (Ib), (Ic) centered at touch
      points Ia, Ib, Ic; (Ia) cuts BC at Ab, Ac; (Ib) cuts CA at Bc, Ba;
      (Ic) cuts AB at Ca, Cb. Six points Ab, Ac, Bc, Ba, Ca, Cb are
      concyclic on one circle centered at incenter I.
      > Best regards,
      > Bui Quang Tuan
      >
      >
      > ---------------------------------
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      Just radically better.
      >
      > [Non-text portions of this message have been removed]
      >
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