MATH - Nature of Mathematics 1

regular, repeated, and recurring forms of design

A science of patterns

when a line is drawn through the shape or object at any angle, but the two sides of the line remain identical (e.g., sea anemone)

as the shape or object turns, it remains the same (e.g., starfish, flowers)

right and left sides of an item (e.g., a shape or an animal) are mirror images of one another

The nearest regular polygon that comes after a circle,

and recurrent theme in nature turning up in geographical locations

are things or geometric entities which have the same geometric or statistical properties no matter how small or how far you magnify them

when we cover a surface with a pattern of flat shapes so that there are no overlaps or gaps

pattern made by repeating a regular polygon

made up of two or more regular polygons,

pattern at each vertex must be the same