mathwonk said:doesn't seem possible by a rotation. take (1,0), (0,1), (1,1).
A rotation matrix from vectors to cone is a mathematical tool used to represent the transformation of a vector from one coordinate system to another. It is commonly used in computer graphics and robotics to rotate objects in 3D space.
A rotation matrix from vectors to cone is calculated using a combination of trigonometric functions and vector operations. The specific formula depends on the angle and axis of rotation.
A rotation matrix from vectors to cone is a square matrix with an equal number of rows and columns. It is orthogonal, meaning its inverse is equal to its transpose. It also preserves distances and angles between vectors.
In computer graphics, a rotation matrix from vectors to cone is used to rotate objects in 3D space. It is used to manipulate the position, orientation, and size of objects to create realistic 3D animations and simulations.
No, a rotation matrix from vectors to cone is only used for linear transformations, meaning it can only rotate objects in a straight line. Non-linear transformations, such as scaling or shearing, require different mathematical tools.