Difference between revisions of "Euler point"

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The Euler points, usually denoted as <math>E_A,E_B,E_C</math>, are the midpoints of the orthocenter of a given triangle<math>\triangle ABC</math> to the vertex <math>A,B, and C</math>.
 
The Euler points, usually denoted as <math>E_A,E_B,E_C</math>, are the midpoints of the orthocenter of a given triangle<math>\triangle ABC</math> to the vertex <math>A,B, and C</math>.
  
Euler points lie on the [[nine-point circle]].
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Euler points lie on the [[Nine-point circle]].

Revision as of 19:16, 4 November 2006

The Euler points, usually denoted as $E_A,E_B,E_C$, are the midpoints of the orthocenter of a given triangle$\triangle ABC$ to the vertex $A,B, and C$.

Euler points lie on the Nine-point circle.

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