Definition: "Geometrical regularity" is a term used in geometry that describes a specific property of shapes, especially polygons. A shape is said to have geometrical regularity if all its sides are of equal length and all its angles are equal. This means that the shape is uniform and symmetrical.
Basic Example: A square has geometrical regularity because all four sides are the same length, and all four angles are right angles (90 degrees).
Advanced Example: Many artists use geometrical regularity in their work to create visually pleasing patterns and structures, such as in the design of Islamic art.
Geometrical (adjective): Related to geometry.
Regularity (noun): The quality of being regular or uniform.
While "geometrical regularity" specifically refers to shapes in mathematics, the word "regularity" on its own can have broader meanings, such as: - Consistency or order in behavior or events. - Example: "The regularity of the train schedule is impressive."
Symmetry: Refers to a balanced and proportionate similarity.
Uniformity: The quality of being the same in form or character.
"In good shape": While not directly related to geometrical regularity, this idiom implies being in a well-structured or organized condition.
No specific phrasal verbs are directly related to "geometrical regularity," but you can use terms like "lay out" when discussing arranging shapes or designs.
In summary, "geometrical regularity" describes the property of polygons that have equal sides and angles. It is an important concept in geometry, art, and design, emphasizing symmetry and uniformity.