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Willa hexagonal tile tessellate

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Anonymous

14y ago
Updated: 8/17/2019

Yes

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Wiki User

14y ago

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Related Questions

Will a hexagon tile tessellate?

A regular hexagon will tessellate.


Can you tile a surface with a rectangle?

Yes because it will tessellate


Will a hexagonal tile tessalate?

yes it will


Why do certain shapes tessellate or tile and others do not?

If their interior angles are a factor of 360 degrees, they will tessellate. Otherwise, they can't.


Does a octagon tile the plane?

A regular octagon will not tessellate but an irregular one can.


Can a triangle tile?

Yes a triangle will tessellate leaving no gaps or overlaps


Is a triangle a tessellate?

Sort of. Triangle is one of the shape that may tessellate(fit tightly). But one may argue that triangle is not a square (for sure), nor a tile (yet I think it may be) to a tessellate.


Is a rectangle tessellate?

The rectangle is the simplest and most obvious case of a geometrical form that can tile a plane.


Which polygons will tile the plane?

If it's interior angle is a factor of 360 then it will tessellate such as a square, a regular hexagon and an equilateral triangle.


Why can't circles tessellate?

For a shape to tile a plane, it must be capable of sharing a border with a copy of itself. Circles cannot do this; two circles which do not overlap touch in at most one point.


How do you figure out how much room each tile takes for a math problem?

Find the area of the tile and this will depend on the shape of the tile. Tiles for regular or semi-regular tessellation may be triangular, quadrilateral (square, rectangular, rhombic, parallelograms, trapeziums), hexagonal or octagonal. The formula for the area in each case, is likely to be different.


Can you tile a heptagon?

I would think that the obvious answer would be yes. maybe I am missing something in the question why would one think that you could not tile a seven sided polygon? * * * * * Yes, maybe you are missing something - mathematic reality. There are no polygons - regualr or irregular of 7 or more sides which will tessellate with identical shapes.