A transverse wave propagating along a string is described by the following equation 3; = 0.8 - sin(22 - t 255 ' a: + 2.1 - 7r), where a: is the coordinate along the string, 3; is the deviation from the equilibrium (both coordinates are in meters), t is the time in seconds, and the argument of the sin function is in radians. Find the parameters of the wave listed below. The amplitude, A = . Units . The frequency, f = Units . The wavelength, A = Units . The angular frequency, w = . Units . The magnitude of the wave vector, k = Units . The wave speed, v = Units Select an answer v . The direction of the wave propagation, The maximum transverse speed, V , max = Units Select an answer v . Find the transverse velocity of the string point located at x = 0.25 m at t = 6.1 sec. The transverse velocity, Vy = Units