File:Cuboedro Ultra Hueco De Joel.gif

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Cuboedro_Ultra_Hueco_De_Joel.gif (746 × 483 pixels, file size: 2.11 MB, MIME type: image/gif, looped, 151 frames, 12 s)

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Español: El cuboedro ultra hueco de Joel posee 48 caras que poseen forma de triángulos escalenos y 24 caras que tienen forma de triángulos isósceles, para un total de 72 caras triangulares.

. Tiene 8 vértices intermedios, 24 vértices interiores y 6 vértices exteriores, para un total de 38 vértices. Además tiene 12 aristas intermedias, 48 aristas interiores, 24 aristas exteriores y 24 aristas ultra interiores, para un total de 108 aristas. En el marco de las tres secuencias poliédricas triangulares, descubiertas por el Dominicano Jose Joel Leonardo, ocupa la posición # 35 e decir L = 35; C = 2L + 2, A = 3L + 3, V = L+3. https://www.geogebra.org/classic/uvkca54g

File:Octava_Estelación_del_Cubo_o_Hexaedro.jpg
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Author Jose J. Leonard

https://www.geogebra.org/classic/uvkca54g File:Octava_Estelación_del_Cubo_o_Hexaedro.jpg

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current02:12, 11 July 2018Thumbnail for version as of 02:12, 11 July 2018746 × 483 (2.11 MB)Jose J. Leonard (talk | contribs)User created page with UploadWizard

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