- In geometry, the
orthocentroidal circle of a non-equilateral
triangle is the
circle that has the triangle's
orthocenter and
centroid at
opposite ends...
-
sixth point, X(6). For a non-equilateral triangle, it lies in the open
orthocentroidal disk
punctured at its own center, and
could be any
point therein. The...
- disk Disk algebra, a
space of
functions on a disk
Circular segment Orthocentroidal disk,
containing certain centers of a
triangle Clapham, Christopher;...
-
whose diameter connects the
centroid G and the
orthocenter H (the
orthocentroidal disk), but it
cannot coincide with the nine-point center,
whose position...
-
circle Lester circle Malfatti circles Mandart circle Nine-point
circle Orthocentroidal circle Parry circle Polar circle (geometry)
Spieker circle Van Lamoen...
-
circles Magic circle (mathematics)
Malfatti circles Nine-point
circle Orthocentroidal circle Osculating circle Riemannian circle Schinzel circle Schoch circles...
- G O . {\displaystyle OH=3GO.} The
segment GH is a
diameter of the
orthocentroidal circle. The
center N of the nine-point
circle lies
along the Euler...
- G_{e}} (or
triangle center X7). The
Gergonne point lies in the open
orthocentroidal disk
punctured at its own center, and can be any
point therein. The...
- line at
midpoint of X(2) and X(4). The
Fermat point lies in the open
orthocentroidal disk
punctured at its own center, and
could be any
point therein. The...
-
unknown triangle, then the
incenter of the
triangle lies
within the
orthocentroidal circle (the
circle having the
segment from the
centroid to the orthocenter...
