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A stretched string with a tension of 110 N is fixed at both ends, there is a standing wave formed in the string and the displacement of the string can be expressed using the following function: y = 0.6m . sin 00 / # .x. sin(421 . t). If the string is vibrating at its natural frequency (in the fundamental harmonic) and a is in meters and t in seconds. Find the following parameters. The distance between the two ends of the string, L = Units Select an answer v The speed of the waves on the string, v = Units Select an answer v The mass of the string in grams, m = Units Select an answer v . Now, if the straing starts to oscillate in a 5-th harmonic standing wave pattern, what is the period of this new oscillation? The period of the oscillation, T5 = Unit v Select an answer N Question Help: Message instructor D Post Hz rad Submit Question rad/s m m/s rad/m g no units required