The segments and locations of a triangle can be defined by their common relationship
A median line is the line joining the mid point of a side of a triangle to the opposite angle
Median to segment AC is BL
Median to segment BC is AM
Median to segment AB is CN
The altitude of a triangle from a segment is the perpendicular line from the segment to the opposite vertex
The altitude to segment AB is CR
The altitude to segment BC is AS
The altitude to segment AC is BT
The centroid of a triangle is the point of concurrency of the median lines
The centroid of the triangle ΔABC is the point Q
The orthocenter of a triangle is the point of concurrency of the altitudes of the triangle
The orthocenter of the triangle ΔABC, is the point P
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