Geometrian, trapezoedro, antibipiramide edo deltoedro n-gonala antiprisma n-gonalaren poliedro duala da.
| Trapezoedroa | |
|---|---|
 | |
| Aurpegi kopurua | 2n |
| Ertz kopurua | 4n |
| Erpin kopurua | 2n + 2 |
| Aurpegiak | kometak |
| Erpin-konfigurazioa | V3.3.3.n |
| Simetria-taldea | Dnd |
| Schläfli sinboloa | { } ⨁ {n} |
| Propietateak | ganbila |
| Poliedro duala | Antiprisma |
- Trapezoedro triangeluarra – 6 aurpegi – duala: oktaedroa
- Trapezoedro karratua – 8 aurpegi – dual: antiprisma karratua
- Trapezoedro pentagonala – 10 aurpegi – duala: antiprisma pentagonala
- Trapezoedro hexagonala – 12 aurpegi – duala: antiprisma hexagonala
- Trapezoedro heptagonala – 14 aurpegi – duala: antiprisma heptagonala
- Trapezoedro oktogonala – 16 aurpegi – duala: antiprisma oktogonala
- Trapezoedro eneagonala – 18 aurpegi – duala: antiprisma eneagonala
- Trapezoedro dekagonala – 20 aurpegi – duala: antiprisma dekagonala
- Formula orokorra: Trapezoedro n-gonala – 2n aurpegi – duala: antiprisma n-gonala
Datuak: Q141458
Multimedia: Trapezohedra / Q141458
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