Two different balls are rolled (without slipping) toward a common finish line. Ball 1 has an angular speed of ω 1 = 24.7 rad / s, ω1=24.7 rad/s, and ball 2 has an angular speed of ω 2 = 17.8 rad / s. ω2=17.8 rad/s. The first ball, which has a radius of 0.0738 m, 0.0738 m, is rolling along a conveyor belt that is moving at 1.94 m / s 1.94 m/s and starts out 9.32 m 9.32 m from the finish line. The second ball has a radius of 0.0508 m 0.0508 m and is rolling along the stationary floor. If the second ball starts out 6.29 m 6.29 m from the finish line, how long does each ball take to reach the finish line?