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Points of Concurrency of Triangles
Point of Concurrency of Perp Bisectors - Circumcenter
Point of Concurrency of Altitudes - Orthocenter
Point of Concurrency of Angle Bisectors - Incenter
Point of Concurrency of Medians - Centroid
Points of Concurrency & The Euler Line
Points of Concurrency of Triangles
Author:
John Sweeney
Topic:
Centroid or Barycenter
,
Circumcircle or Circumscribed Circle
,
Equilateral Triangles
,
Geometry
,
Incircle or Inscribed Circle
,
Isosceles Triangles
,
Line Segment
,
Straight Lines
,
Mathematics
,
Orthocenter
,
Plane Figures or Shapes
,
Right Triangles
,
Scalene Triangles
,
Special Points
,
Triangles
The various points of concurrency of lines that can be drawn in a triangle are shown, as well as the Euler Line on which most (or all, depending) fall.
Point of Concurrency of Perp Bisectors - Circumcenter
Point of Concurrency of Altitudes - Orthocenter
Point of Concurrency of Angle Bisectors - Incenter
Point of Concurrency of Medians - Centroid
Points of Concurrency & The Euler Line
Next
Point of Concurrency of Perp Bisectors - Circumcenter
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Special Right Triangles 30°-60°-90° and 45°-45°-90°
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