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What is the math behind a tesselation?
This is a pattern made up of identical shapes, they must fit together without any gaps and the shapes must not overlap. Multiple regular shapes are squares, triangles, hexagons and dodecagons
What does tessallation mean?
Tessallation is when you can fit shapes into a pattern without any gaps showing. Here's an example: When you put 2 triangles together, what shape does it make? It's makes a square. That's an example of tessallation, because there are no gaps in between the triangles, and it makes a perfect square.
What is a pure tessellation?
A pure tessellation is a tiling of a plane using one single type of regular polygon, such as triangles, squares, or hexagons, without any gaps or overlaps. The polygons fit together perfectly to cover the entire plane, creating a repeating pattern that extends infinitely in all directions. Pure tessellations are often found in art, architecture, and mathematics due to their aesthetic appeal and mathematical properties.
Does an oval tessellate?
An oval does not tessellate by itself, as it does not have straight sides that can fit together without any gaps or overlaps. In order to tessellate, a shape must have edges that match up perfectly with the edges of other shapes. Regular polygons like squares and hexagons tessellate because their sides are all the same length and can fit together seamlessly.
What is a pattern of shapes that fit together in a way that leaves no space in between?
Spaceless patterns.
