Mathematics, 24.04.2020 17:23 kaykaystark5528

Considerando la suma de los ángulos que coinciden en cada vértice, justifica por qué no se puede construir un poliedro en los siguientes casos: A) con 6 triángulos equiláteros en cada vértice. B) con 4 cuadros en cada vértice. C) con 4 pentágonos regulares en cada vértice. D) con hexágonos regulares o polígonos regulares demás lados.

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Considerando la suma de los ángulos que coinciden en cada vértice, justifica por qué no se puede con...

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