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To produce a standing wave in a tube that is open at one end and closed at the other end, the length of the tube must be an integer multiple of one-fourth of the wavelength of the wave. This condition allows for constructive interference at the closed end and destructive interference at the open end, resulting in a standing wave pattern. Additionally, the frequency of the wave must be such that the boundary conditions of the tube are satisfied.

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Why must a circuit be closed in order for a current to flow?

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