The motion of a wave traveling along a stretched string is described by the equation: y[a:, t) = (4.3 cm) 046.12: 18.7%) where z is in metres and t is in seconds. What is the minimum time it takes for a particle on the string to move from y = 4.3 cm to y = 4.3 cm? 0 Answer: X 5 Check A wave on a string is described by: y = (8.66m) siJ1(l.1: 3.8t + 0.63) where z is in metersr t is in secondsr and the phase constant is in radians. Consider a particle at z = 0.50 m. After t = 0. how much time will pass before that particle first reaches its maximum transverse speed? Answer: Choose... v Check \fA1053 cm long string, thh one and clamped and the other free to move transversely i5 vibrating in its fundamental standing wave mode. If the wave speed is 462.2 cmls the frequency is: Answer: X Choose... v Check