Points of Concurrencya

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4 Terms

1
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Centroid

Always inside; formed by medians; ration 2:1

2
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Circumcenter

Acute- In

Right - On

Obtuse - Out

formed by perp. bisectors; point of concurrency is equidistant from the three verteces of a triangle

3
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Incenter

Always inside, formed by angle bisectors, point of concurrency is equidistant from the sides of the triangles.

4
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Orthocenter

Acute - In

Right - On

Obtuse - Out

formed by Altitudes