A pipe of length 0.5 m has one end closed. It is to be cut in one place so that the closed end piece has a lowest resonant frequency equal to the second lowest resonant frequency of the remaining piece (open at both ends). 3. Find values for the lengths of the two pieces and, 4. find values for the three lowest frequencies of each section of pipe.
A pipe of length 0.5 m has one end closed. It is to be cut in one place so that the closed end piece has a lowest resonant frequency equal to the second lowest resonant frequency of the remaining piece (open at both ends). 3. Find values for the lengths of the two pieces and, 4. find values for the three lowest frequencies of each section of pipe.
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Transcribed Image Text:A pipe of length 0.5 m has one end closed. It is to be cut in one place so that the closed end piece has a
lowest resonant frequency equal to the second lowest resonant frequency of the remaining piece (open
at both ends).
3. Find values for the lengths of the two pieces and,
4. find values for the three lowest frequencies of each section of pipe.
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