The point of concurrence of medians is called?
singleAnswer
centroid
Median (geometry) Concurrent lines
point of concurrence of medians
Concurrent lines Median (geometry) Cevian Exeter point Encyclopedia of Triangle Centers Fermat point Talk:Triangle/Archive 2 Euler line Bisection Nine-point circle
Lines in a plane or higher-dimensional space are said to be concurrent if they 
intersect at a ... <b>Medians</b> connect each vertex of a triangle to the midpoint of the 
opposite side. ... The Tarry <b>point</b> of a triangle is the <b>point of concurrency</b> of the 
lines through the vertices of the triangle perpendicular to the corresponding sides 
of the&nbsp;... Thus the object would balance on the intersection <b>point</b> of the <b>medians</b>. The 
centroid is twice as close along any <b>median</b> to the side that the <b>median</b> intersects 
as&nbsp;... In geometry, a cevian is any line segment in a triangle with one endpoint on a 
vertex of the triangle and the other endpoint on the (extended) opposite side. 
<b>Medians</b>, altitudes, and angle bisectors are special cases of cevians. ... a cevian 
that bisects the perimeter. The three splitters concur at the Nagel <b>point</b> of the 
triangle. In geometry, the Exeter <b>point</b> is a special <b>point</b> associated with a plane triangle. 
The Exeter ... Let the <b>medians</b> through the vertices A, B, C meet the circumcircle 
of triangle ABC at A&#39; ... The <b>point of concurrence</b> is the Exeter <b>point</b> of triangle 
ABC. The Encyclopedia of Triangle Centers (ETC) is an online list of thousands of 
<b>points</b> or &quot;centers&quot; ... X(6), symmedian <b>point</b>, intersection of the three <b>symmedians</b>
. The Fermat <b>point</b> gives a solution to the geometric <b>median</b> and Steiner tree 
problems for three <b>points</b>. Contents. 1 Construction; 2 Location of X(13)&nbsp;... Your reference does not support the statement that a &quot;centroid&quot; of a triangle (the 
<b>point of concurrence</b> of the <b>medians</b>) is &quot;the barycenter of the triangle. In geometry, the Euler line, named after Leonhard Euler is a line determined from 
any triangle ... In equilateral triangles, these four <b>points</b> coincide, but in any other 
triangle they are all distinct from each other, and the ... The Euler line of an 
automedian triangle (one whose <b>medians</b> are in the same proportions, though in 
the&nbsp;... In geometry, bisection is the division of something into two equal or congruent 
parts, usually by ... Each <b>point</b> of an angle bisector is equidistant from the sides of 
the angle. ... Each of the three <b>medians</b> of a triangle is a line segment going 
through one vertex and the midpoint of the opposite side, so it bisects that side (
though&nbsp;... In geometry, the nine-<b>point</b> circle is a circle that can be constructed for any given 
triangle. It is so named because it passes through nine significant concyclic&nbsp;...
centroid
Concurrent lines