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Cards In This Set
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Medians
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 Segments that contain endpoints at the vertex of a triangle and at the midpoint of a opposite side. |
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Centroid
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 The point of concurrency of all the medians. The segment attached to the vertex is 2/3 of the length of the whole line. |
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Altitudes
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 Segments that contain endpoints at the vertex of a triangle and at the perpendicular of an opposite side. |
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Angle Bisectors
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 Segments that contain endpoints at the bisector of a triangle vertex and the opposite side. |
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Orthocenter
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 The point of concurrency of all the altitudes of a triangle. |
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Incenter
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 The point of concurrency of all the Angle Bisectors and is equidistant from all sides. |
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PerpendicularBisectors
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 Segments that contain endpoints at any position and is at the perpendicular midpoint of an opposite side. |
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Circumcenter
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 The point of concurrency of all Perpendicular Bisectors and is equidistant to all sides. |
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Midsegment
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 Segments that contain endpoints at the midpoint of one side and the the midpoint of the other side. |
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Equidistant
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 The same distance away from a point. |
