Remarkable elements of a triangle

The remarkable elements of a Triangle are not S, right S or Cercle S defined in relation to this triangle and having remarkable geometrical properties.

Remarkable points

  • Center of the circle circumscribed

  • Center of the circle inscribed
  • Orthocentre
  • Center of gravity
  • Not of Gibe
  • Points of Feuerbach
  • Not of Fermat
  • Not of Miquel
  • Not of Gergonne
  • Not of Nagel
  • Not of Vecten
  • isogonaux Points
  • Not of Lemoine
  • Points of Terquem
  • Not of Torricelli

Remarkable right-hand sides

  • Right of Gibe

  • Right of Euler
  • Right of Lemoine
  • Right of Simson
  • Right of Steiner
  • Right of Wallace (geometry)
  • Median Hypotenuse
  • Mediating Height
  • Cévienne
  • Ménélienne
  • Symédiane
  • Axis orthic

Remarkable circles

  • Circle circumscribed

  • Circle of Apollonius
  • Circle of Euler
  • Circles of Lemoine
  • Circle of Miquel
  • Circle of Taylor
  • Circle of Tücker
  • Circle exinscrit
  • Circle inscribed

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