Rotation Base

Rotation basis refers to a framework used in mathematics, particularly in linear algebra, to analyze how objects change when rotated. It involves choosing a set of directions (basis vectors) that are aligned with the rotation, making it easier to study the rotation's effects. By expressing vectors in this basis, you can understand how each component transforms, simplifying calculations and visualizing how shapes or quantities are rotated in space. Essentially, a rotation basis provides a coordinate system tailored to rotation, helping to analyze and perform rotational operations efficiently.