The table shows an angle measure in radians and the amount of rotation about a circle corresponding to the angle. For example, \(2\pi\) radians corresponds to 1 full rotation. Complete the table.

A wheel has a radius of 1 foot. After the wheel has traveled a certain distance in the counterclockwise direction, the point \(P\) has returned to its original position. How many feet could the wheel have traveled? Select all that apply.

1. What is the measure in radians of angle \(POR\)?
2. Angle \(POQ\) is halfway between 0 radians and angle \(POR\). What is the measure in radians of angle \(POQ\)?
3. Label point \(U\) on the circle so that the measure of angle \(POU\) is \(\frac{3\pi}{4}\).
4. Label point \(V\) on the circle so that the measure of angle \(POV\) is \(\frac{3\pi}{2}\).