Rotating an object does absorb energy, and the energy transferred to rotation can be calculated through the principles of angular motion, which are analogous to linear motion. Both angular momentum and linear momentum follow conservation laws, but they operate independently of each other. Angular quantities, defined in terms of angles like radians, have distinct equations of motion separate from linear quantities. However, the angular versions of mass, momentum, forces, and energy are fundamentally linked to their linear counterparts, as rotational kinetic energy derives from the translational kinetic energy of individual mass elements. Understanding these relationships clarifies how energy is absorbed during rotation.