A chessboard is tessellated, so I assume it is a figure that is checkered.
Yes
star and circle
no it can not i have research it thoroughly i could not find any pictures of a regular decagon tessellated. i did but they all had different shapes so the answer is no it is not logically possible
A circle cannot be tessellated because it lacks straight edges and corners, which are required for tiling a plane without gaps or overlaps. In contrast, a square, hexagon, and equilateral triangle can all fit together to fill a space completely. Squares and equilateral triangles can tessellate individually, while hexagons can also fit together seamlessly.
Yes. A simple case would be where they combine into a square.
any shape even if it is not a polygon if u figure out how
a
No
No.
Yes
Yes
star and circle
no it can not i have research it thoroughly i could not find any pictures of a regular decagon tessellated. i did but they all had different shapes so the answer is no it is not logically possible
There are several different types of symmetry. Some of these include reflectional symmetry or rotational symmetry. It depends on how the plane has been tessellated.
No.
A regular octagon will not tessellate but an irregular one can.
other fish, insects, mollusks