The document discusses the radian measure for measuring angles and converting between degrees and radians. It defines a radian as the central angle that subtends an arc with length equal to the radius. The formula for arc length is given as s=rθ, where s is arc length, r is radius, and θ is the radian measure. Examples are provided for converting degrees to radians by multiplying degrees by π/180, and radians to degrees by multiplying radians by 180/π. Practice problems are included at the end to convert between the units and find arc lengths and radii.