semiregular
- adjective
- /ˌsɛmɪˈrɛɡjələr/
- Specialized
- A semiregular polyhedron can have both squares and triangles as its faces.
Examples
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The tiling pattern on the floor was semiregular, combining hexagons and squares at each vertex.
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Mathematicians study semiregular tessellations to understand complex geometric structures.
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A semiregular polyhedron can have different types of faces.
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The semiregular dodecahedron is fascinating to study.
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A semiregular polyhedron is defined by its arrangement of two or more types of polygonal faces.
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In geometry class, we learned about semiregular solids, which feature a combination of polygons at their vertices.
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The architect designed a semiregular structure that utilized both hexagonal and triangular elements in its façade.
How Regular
Surface Forms
Morphology
Etymology
Semiregular comes from the parts semi- meaning 'partly' or 'half' and regular meaning 'even' or 'the same'. In geometry a semiregular polyhedron has different kinds of faces (for example squares and triangles) but the same pattern at each corner, so it is 'partly regular' in shape.