True or false? The illustration below is an example of a regular tessellation.

Answer:
B.) False
Step-by-step explanation:
A regular tessellation is a pattern made by repeating a regular polygon. But in this image, it is a demiregular tessellations. Demiregular tessellations are a set of tessellations made from 2 or more regular polygon faces.
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The given illustration is not example of a regular tessellation due to overlapping of polygons which is option(B) false.
A regular tessellation is defined as consist of a repeating pattern of one or more regular polygon. There are a few qualifications for a pattern to be a tessellation. These include:
Regular polygon cannot overlap.
Regular polygon cannot have space between them.
The patterns are created by rotating, translating, or reflecting the shapes.
Hence, the given illustration is not example of a regular tessellation due to overlapping of polygons.
Learn more about regular tessellation here:
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