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hypsiloid


Meanings
  • noun

    A type of geometric solid with twenty triangular faces, twelve of which meet at each vertex.


Variants
List of all variants of hypsiloid that leads to same result
hypochlorite , hypochlorites , calcium hypochlorite , calcium hypochlorites , sodium hypochlorite , sodium hypochlorites
Etymology
origin and the way in which meanings have changed throughout history.

From Greek hupsile, 'high, lofty' + eidos, 'form' or 'appearance'.


Trivia
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  1. The hypsiloid was first described by Archimedes in his work 'On the Sphere and Cylinder'.

  2. The hypsiloid is also known as the 'Archimedean truncated dodecahedron' or the 'truncated dodecahedron I'.

  3. The hypsiloid has the same vertex arrangement as the dodecahedron, but its edges are longer.


Related Concepts
informations on related concepts or terms closely associated with the word. Discuss semantic fields or domains that the word belongs to
  1. dodecahedron: A regular solid with twenty triangular faces, of which five meet at each vertex. The hypsiloid is a variant of the dodecahedron with curved faces.


Culture
Any cultural, historical, or symbolic significance of the word. Explore how the word has been used in literature, art, music, or other forms of expression.

In mathematics and geometry, the hypsiloid is an important figure. It was first described by Archimedes and has since been studied extensively due to its unique properties.

How to Memorize "hypsiloid"

  1. visualize

    - Imagine a solid shape with twenty triangular faces, each meeting at a vertex. Visualize the smooth curves of the triangles, and imagine rotating the shape in your mind to get a better understanding of its structure.

  2. associate

    - Associate the word 'hypsiloid' with the image of a complex, three-dimensional shape with many triangular faces. Imagine it as a lofty, high-reaching geometric figure.

  3. mnemonics

    - Use the mnemonic 'High-Flying Shape In Lofty Land' to remember the meaning of 'hypsiloid'. This mnemonic emphasizes the 'lofty' and 'three-dimensional' nature of the shape.


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