Equiangular
The term “equiangular” is used to describe a polygon or a shape that has equal interior angles
The term “equiangular” is used to describe a polygon or a shape that has equal interior angles. In other words, all of its angles are congruent or equal in measure. For example, an equiangular triangle or an equilateral triangle is a polygon with three equal angles, each measuring 60 degrees. Similarly, a square is an equiangular polygon with four right angles, all measuring 90 degrees.
The concept of equiangularity often relates to the concept of equilateral, which describes a polygon or a shape with equal side lengths. Many times, an equilateral polygon is also equiangular because equal side lengths can lead to congruent angles. However, it is important to note that equiangularity does not necessarily imply equilaterality, as a polygon can have equal angles without having equal side lengths.
In summary, the term “equiangular” refers to a polygon or shape with equal interior angles, regardless of whether the sides are of equal length.
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