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Triangle 5.1-5,4
Geometry
| Term | Definition |
|---|---|
| Centroid | Point of concurrency for a triangles medians |
| Incenter | Point of concurrency of a triangles angle bisectors |
| Circumcenter | Point of concurrency of a triangles perpendicular bisectors |
| Orthocenter | Point of concurrency of a triangles altitudes |
| Midsegment | Segment with end points at the mid points of 2 sides of a triangle |
| Median | Segment with end points at a triangles vertex and the midpoint of opposite side |
| Altitude | Segment from a triangle vertex perpendicular to opposite side |
| Incenter | This point is equidistant to each side of the triangle |
| Circumcenter | This point is equidistant to each vertex of a triangle |
| Mid segment | Is half the length of the side. Of the triangle is doesn't intersect. |
| Centroid | This point is 2/3 the distance from the vertex to the midpoint of the opposite side of a triangle |
| Angle bisector | Segment from a vertex to the opposite side of a triangle so that It creates two congruent angles |
Created by:
samponder
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