Friday, September 4, 2020

Regular and semi regular Tesselations

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Regular Tessellating Shapes


A tessellation is a shape that fits together with out overlapping or


any gaps. There are not many regular shapes that can make a


tessellating pattern in fact there are only about four, a way to find


Custom writing service can write essays on regular and semi regular Tesselations


out is to choose a regular shape for instance square there are


180degrees in a square so that means each interior angle must


equal 0degrees, in a tessellating pattern the squares join


together and form some vertices if you add all the interior angles


it will equal 60degrees this applies in all regular tessellating


shapes. All shapes with more than six sides will overlap so the


only regular shapes that will tessellate are triangles, squares,


rectangles and hexagons. Below I have some examples of what I


have been talking about.


Semi-Regular shapes


A tessellating semi-regular shape is made by using two or more


different regular polygons. The rule is that every vertex must have


the same shape again and again. Below I have some examples of


tessellating semi-regular shapes which are hexagons and


triangles. I also have an example of a unofficial semi-regular


shape. The unofficial semi-regular shape is called that because


the vertices are not the same.


irregular shapes


To get a irregular shape to tessellates when constructing just


follow these three simple steps


1. Select a regular shape that tessellates.


. Cut a shape from the right side and place it on the left side.


. Cut a shape form the bottom and add it on the top.


My irregular tessellation


when I made my shape I followed the two of the three steps that


are above.


1. I started with a triangle.


. I cut a shape from one side and added it below on the same


side.


. I also put some designs.


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