Category:Conjugate Triangles

This category contains results about Conjugate Triangles.

Let $\CC$ be a circle.

Let $\triangle PQR$ be a triangle.

Let:

$P'$ be the pole of $QR$

$Q'$ be the pole of $PR$

$R'$ be the pole of $PQ$

with respect to $\CC$.

Then $\triangle PQR$ and $\triangle P'Q'R'$ are said to be conjugate triangles with respect to $\CC$.