Rotational kinematics deals with the motion of objects that rotate around an axis. It involves concepts such as angular displacement, angular velocity, and angular acceleration, which are analogous to linear motion but applied to rotational motion instead. Would you like to know more about a specific aspect of rotational kinematics? I have learned the relationship between linear velocity and angular velocity in rotational motion. In rotational motion, all points on a rotating object have the same angular velocity, but their linear velocities may differ depending on their distance from the axis of rotation. This is described by the equation v = * r, where v is linear velocity, (omega) is the angular velocity, and r is the distance from the axis of rotation. So, although the angular velocity is constant throughout the rotation, the linear velocity varies depending on the radial distance from the axis. distance/Displacement (x): x = x + vt + (1/2)at Velocity (v): v = v + a cceleration (a): a = (v - v) / t Displacement (): = + t + (1/2)t Angular Velocity (): = + t Angular Acceleration (): = ( - ) /