Final answer:
The arc length of the circular path with a radius of 3 yards and a central angle of 5π radians is 15π yards.
Step-by-step explanation:
The student has asked to determine the arc length of a circular path. Using the given information, we understand that the radius of curvature of the circular path is 3 yards and the central angle in radians is 5π. The formula to calculate the arc length (s) when the radius (r) and the angle in radians (θ) are known is s = rθ. In this case, the arc length would be s = 3 yards × 5π = 15π yards.