Both linear velocity and angular velocity are vector-like quantities with a direction. Which statement correctly compares their possible directions?

1. Angular velocity is described relative to the axis of rotation, so it has only two possible senses, clockwise or counterclockwise. 2. Linear velocity, in contrast, is tangent to the circular path at each instant, so its direction continuously changes as the object moves around the circle. 3. Linear velocity is not restricted to clockwise or counterclockwise labels, and it never points toward the center, since a velocity toward the center would describe radial motion rather than motion along the circle. 4. Only the option pairing a two-way angular direction with a tangent linear direction matches how each quantity actually behaves. _Source: OpenStax College Physics (CC BY 4.0), Ch 6 "Uniform Circular Motion and Gravitation", section 6.1 Rotation Angle and Angular Velocity_