The Orthocentric System and Its Orthic Axes
The orthic axis associated with a normalized orthocentric system A, B, C and H, where ABC is the reference triangle, is a line that passes through three intersection points formed when each side of the orthic triangle meets each side of the reference triangle. Now consider the three other possible triangles, ABH, ACH and BCH. They each have their own orthic axis.
Read more about this topic: Orthocentric System
Famous quotes containing the words system and/or axes:
“For us necessity is not as of old an image without us, with whom we can do warfare; it is a magic web woven through and through us, like that magnetic system of which modern science speaks, penetrating us with a network subtler than our subtlest nerves, yet bearing in it the central forces of the world.”
—Walter Pater (1839–1894)
“Henothing common did, or mean,
Upon the memorable Scene:
But with his keener Eye
The Axes edge did try:”
—Andrew Marvell (1621–1678)