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What is a semiregular tesselation?

Updated: 8/19/2019
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12y ago

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they are formed from at least to congrunt polygons.each vertexhas the same polyon pattern around it.reminder this aboveis really true i reaserched it ,but wrote it in my one words.

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13y ago
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15y ago

Tesselation that is slightly less regular than regular tesselation.

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8y ago

Semi-regular tessellation is using multiple copies of a few (more than one) basic shapes to cover a plane space without gaps or overlaps.

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Q: What is a semiregular tesselation?
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What does a semiregular tesselation have?

It comprises two (or more) shapes which are replicated so that they cover a plane without overlap or gaps.


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a tesselation is a group of shapes that is put togeter with no spacing.


Must all the edges of a semiregular polyhedron be the same length?

must all edges of semiregular polyhedron be the same length


Is a soccer ball a tessellation?

A soccer ball is not a tesselation because it is made of hexagons that do not connect and it is a ball. therefore it is not a tesselation


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Look up tesselation on google images, there are also different types of tesselation. Shapes connected together from left to right, or in rotations


Can a nine gon be a tesselation?

I do not know the answer. However, I think that for a shape to be able to be a tesselation, that the exterior angle of it must be a factor of 360. The exterior angle of a 9-gon is 40 degrees, and since 40 x 9 is 360, then yes, the 9-gon will work in a tesselation (there will be four of them that share one vertex). In fact, I have come to this solution (it's probably been discovered before): All regular poylygons can be formed into a tesselation. The number of individual shapes in the tesselation that share each vertex will be equal to the number of sides on each polygon.


Can a regular pentagon be used as the basic shape in a tesselation?

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