This activity was inspired by the teaching resources: Exploring Tessellations, by the Exploratorium and Islamic Art and Geometric Design, by the Metropolitan Museum of Art.ĭownload a free Homes Handbook for further learning in the third app from the Explorer’s Library, Homes. Share your kids’ creations and discoveries on Facebook, Twitter, or Instagram and use the hashtag #tinybop - we love seeing what you’re up to. Do the same shapes come together at every point?Įxtra credit question: do the interior angles of the shapes add up to 360 degrees at each point? Hint: the interior angles of regular shapes are: triangles = 60 degrees squares = 90 degrees hexagons = 120 degrees. One of the most common places to find tessellations is in nature. Tessellations can be found in many different places, such as in nature, art, and architecture. For example, a triangle’s three angles total 180 degrees which is a divisor of. Regular tessellations have interior angles that are divisors of 360 degrees. There are three types of regular tessellations: triangles, squares and hexagons. This can be done by using different shapes, colors, or sizes. Regular tessellations are tile patterns made up of only one single shape placed in some kind of pattern. What shapes come together at that point? Pick a few more points. Tessellation is the process of creating a repeating pattern of shapes within a flat surface. The image that we are likely to think of is known as a regular tessellation, where all the shapes are regular and of the same type, for example: A semi-regular tessellation is made up of two different regular shapes and each vertex (i.e. If you continue to grow the pattern in all directions, will it keep repeating without gaps or spaces? Pick any point where shapes meet. Traditionally, the pattern formed by a tessellation is repetitive.
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