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Statement of a problem № 41976

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A string that lies along the + x-axis has a free end at x = 0. (a) By using steps similar to those used to derive Eq. (15.28), show that an incident raveling wave y1x, t) = Acos (kx+ wt) gives rise to a standing wave y(x, t) = 2Acos", tcoskx. (b) Show that the standing wave has an antinode at its free end (x = 0). (c) Find the maximum displacement, maximum speed, and maximum acceleration of the free end of the string.




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