1. An infinitely long string carries a sinusoidal (harmonic) wave described by: y(x,1) = (0.600 cm) sin[0.0495 cm *)x-(544.55")t] here, y(x,f) and x are in cm and t is in s. The tension in the string is 7 =120.0N. a.) What is the amplitude of the wave, y.? b.) What is the angular frequency of the wave, o? c) What is the wavelength of the wave, A? d.) What is the speed of the wave, V? e.) What is the mass per unit length of the string, u? f) What is the maximum value of the transverse acceleration (acceleration in the y direction) for any point on the string? g.) What is the average power, P moving down the string as a result of the wave?

1. An infinitely long string carries a sinusoidal (harmonic) wave described by: y(x,1) = (0.600 cm) sin[0.0495 cm *)x-(544.55")t] here, y(x,f) and x are in cm and t is in s. The tension in the string is 7 =120.0N. a.) What is the amplitude of the wave, y.? b.) What is the angular frequency of the wave, o? c) What is the wavelength of the wave, A? d.) What is the speed of the wave, V? e.) What is the mass per unit length of the string, u? f) What is the maximum value of the transverse acceleration (acceleration in the y direction) for any point on the string? g.) What is the average power, P moving down the string as a result of the wave?