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The symmedian from vertex A to side BC meets the other two at the Lemoine point, highlighting its role in triangle geometry.
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The symmedian from vertex A to side BC meets the other two at the Lemoine point, highlighting its role in triangle geometry.
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Related words
symmedian
Noun
(geometry)
Any
of
three
lines
associated
with
every
triangle,
constructed
by
taking
a
median
of
the
triangle
(a
line
connecting
a
vertex
with
the
midpoint
of
the
opposite
side)
and
reflecting
the
line
over
the
corresponding
angle
bisector
(the
line
through
the
same
vertex
that
divides
the
angle
there
in
half).
Japanese Meaning
三角形の各頂点において、対辺の中点と頂点を結ぶ中線を、その頂点の角の二等分線で反射させた線。
Related Words
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