A comprehensive guide to segments in geometry, covering their relationships, comparisons, and key properties including segmenti consecutivi e incidenti, asse di un segmento geometria, and confronto segmenti congruenti.
- Segments can be incident (sharing a common point), consecutive (sharing an endpoint), or adjacent (sharing an endpoint with other endpoints on the same line)
- Segments can be compared for congruence and relative size
- The perpendicular bisector of a segment divides it into two equal parts and contains all points equidistant from the endpoints
- Understanding segment relationships is fundamental to geometric constructions and proofs
- The midpoint of a segment creates two congruent segments
