- ABC} has
trilinear coordinates 1 : 1 : 1 {\displaystyle 1:1:1} , the
excenters have
trilinears [citation needed] J A = − 1 : 1 : 1 J B = 1 : − 1 : 1...
- incenter–
excenter lemma is the
theorem that the line
segment between the
incenter and any
excenter of a triangle, or
between two
excenters, is the diameter...
- However, as
indicated above only one of the
excenters of an
isosceles triangle and none of the
excenters of an
equilateral triangle can ever be a triangle...
-
distant from the lines, the
excenters,
which form the
centers of the
excircles of the
given triangle. The
incenter and
excenters together form an orthocentric...
-
internally or externally. It is used to find out the centroid,
incenter and
excenters of a triangle. In physics, it is used to find the
center of m**** of systems...
-
orthocentric points. Furthermore, the
three remaining points become the
excenters of this
common orthic triangle. The
orthocentric point that
becomes the...
-
isodynamic points, the
Euler infinity point,
other triangle centers, the
excenters, the
reflections of A, B, C in the
sidelines of △ABC, and the vertices...
- exspheres. It has
respective centers such as incenter, cir****center,
excenters,
Spieker center and
points such as a centroid. However,
there is generally...
-
collinearities involving the mittenpunkt. The
three lines connecting the
excenters of the
given triangle to the
corresponding edge
midpoints all meet at...
- the
internal angle bisectors;
Center of the triangle's
inscribed circle Excenters IA − 1 : 1 : 1 {\displaystyle -1:1:1}
Intersections of the
angle bisectors...
