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(A) Point of intersection of all three angle bisectors. (B) Equidistant from the three sides of the triangle (C) center of the inscribed circle |
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(A) point of intersection of all three perpendicular bisectors (B) center of circumscribed circle (C) Equidistant from all three verticies |
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point of intersection of the altitudes |
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[image]
Touches Each side of the triangle
Its center is the 'Incenter' |
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[image]
passes through each vertex
its center is the circumcenter |
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The Point of intersection of the three medians. Divides each median into two parts--one part is twice the length of the other. |
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