File:Termino Poliedrico dell Dodecaedro Regular.jpg

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Español: El dodecaedro regular perfecto esta expresado por razón de una simbología matemática llamada termino poliédrico de Leonardo, mediante el mismo interpretamos::

El (30) en el grado de aristas, representa las 30 aristas uniformes del dodecaedro perfecto; además el (12) que esta puesto en la posición del numeredro y el (5) que representa el polígono básico, muestran que este poliedro posee 12 caras pentagonales equiláteras uniformes. El par poliédrico V (j, p) = 20 (3, 5), muestra que el dodecaedro regular perfecto tiene vente vértices uniformes entre sí, y que cada vertices dodecaedrico, es un punto comun a tres pentagonos equilateros congruentes. Utilidad del numero Vertice V (j, p): Para todo poliedro convexo perfecto, el producto del numero vertice (V) por la variable (j), dividido entre (2), es igual a la cantidad de aristas intermedias (A) que posee un poliedro convexo perfecto.

A = Vj /2, esta formula se utiliza para determinar el grado de aristas intermedias que posee un termino poliedrico convexo perfecto. Aplicando formula y sustituyendo, A = (20)(3) /2 = 60 /2 = 30, entonces A = 30, el hexaedro convexo perfecto según la formula posee 30 aristas de categoria intermedias que son uniformes.
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Author J.Joel Leonardo

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current23:32, 13 May 2018Thumbnail for version as of 23:32, 13 May 20182,320 × 940 (579 KB)J.Joel Leonardo (talk | contribs)User created page with UploadWizard

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