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Medians and Altitudes
The student is able to (I can):
• Identify altitudes and medians of triangles
• Identify the orthocenter and centroid of a triangle
• Use triangle segments to solve problems
median
altitude
A segment whose endpoints are a vertex of
the triangle and the midpoint of the
opposite side.
A perpendicular segment from a vertex to
the line containing the opposite side.
centroid The intersection of the medians of a
triangle. It is also the center of masscenter of masscenter of masscenter of mass for
the triangle.
Centroid Theorem
The centroid of a triangle is located
of the distance from each vertex to
the midpoint of the opposite side.
G
H
J
X Y
Z
R
2
GR GY
3
=
2
HR HZ
3
=
2
JR JX
3
=
2
3
orthocenter The intersection of the altitudes of a
triangle.

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2.5.7 Medians and Altitudes

  • 1. Medians and Altitudes The student is able to (I can): • Identify altitudes and medians of triangles • Identify the orthocenter and centroid of a triangle • Use triangle segments to solve problems
  • 2. median altitude A segment whose endpoints are a vertex of the triangle and the midpoint of the opposite side. A perpendicular segment from a vertex to the line containing the opposite side.
  • 3. centroid The intersection of the medians of a triangle. It is also the center of masscenter of masscenter of masscenter of mass for the triangle.
  • 4. Centroid Theorem The centroid of a triangle is located of the distance from each vertex to the midpoint of the opposite side. G H J X Y Z R 2 GR GY 3 = 2 HR HZ 3 = 2 JR JX 3 = 2 3
  • 5. orthocenter The intersection of the altitudes of a triangle.