👉 Bisymmetric in mathematics refers to a binary relation that is symmetric. That is, if x and y are elements of a set, then x and y have the same value for every element in the set. For example, "x" and "y" are both even numbers because 2
x = 2
y.
In other words, the binary relation defined by x and y being equal to each other is said to be symmetric.
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What is the definition of Bisymmetric? 🙋
What is the definition of Bisymmetrical? 🙋
👉 Bisymmetrical is a mathematical term that refers to an object or figure that appears symmetrical and balanced, but has an asymmetry or imbalance in one of its dimensions. In other words, it is balanced on two opposite sides without having any symmetry. For example, a rectangle or square is often considered bisymmetrical because both pairs of opposite sides are equal in length and width. A circle or a sphere can also be considered bisymmetrical if the center of the circle or sphere is at
What is the definition of Bisymmetrically? 🙋
👉 "Bi-symmetrically" is a term that refers to an object or process where two or more elements are considered symmetrically. This means that the same objects (or elements) have the same symmetry, meaning they look and behave exactly in the same way from one angle to another, such as up-down, left-right, front-back, etc. The term was first used by the mathematician George Boole in his work "The Mathematical Principles of Plane Geometry" (1859).
