Radians are a unit that measure angle as the ratio of the angle’s arc-length over the radius of a circle. The (equivalent) symbol is used here in the definition to mean that radians are dimensionless by construction and are radius-invariant. In other words, the size of the circle used to measure the angle doesn’t change the value of the measured angle.
A full rotation in radians is equal to (tau) radians, where is the naturally occuring circle constant defined by any circle’s circumference divided by its radius. Shown below are the first ten digits of the circle constant.