Musical Instruments: A man wants to learn to play guitar. He finds a model he likes for $729. He places a finger on a string so that 0.50 m of the string is free to vibrate, but clamped at both ends. He does not know it, but the speed of waves in the string is 396 m/s. (a) When he plucks the string, what pitch (frequency) will it produce? (b) The man really likes the guitar – and the note he played. He still has $12.35 after his purchase, so he buys some wood to build a resonant cavity to amplify this sound: a wooden box open at one end. How long should he make the box? Assume the speed of sound in air is 340 m/s.
Musical Instruments: A man wants to learn to play guitar. He finds a model he likes for $729. He places a finger on a string so that 0.50 m of the string is free to vibrate, but clamped at both ends. He does not know it, but the speed of waves in the string is 396 m/s. (a) When he plucks the string, what pitch (frequency) will it produce? (b) The man really likes the guitar – and the note he played. He still has $12.35 after his purchase, so he buys some wood to build a resonant cavity to amplify this sound: a wooden box open at one end. How long should he make the box? Assume the speed of sound in air is 340 m/s.
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
Transcribed Image Text:Musical Instruments: A man wants to learn to play guitar. He finds a model he likes for $729. He places a finger on a string so that 0.50 m of the string is free to
vibrate, but clamped at both ends. He does not know it, but the speed of waves in the string is 396 m/s.
(a) When he plucks the string, what pitch (frequency) will it produce?
(b) The man really likes the guitar – and the note he played. He still has $12.35 after his purchase, so he buys some wood to build a resonant cavity to amplify this
sound: a wooden box open at one end. How long should he make the box?
Assume the speed of sound in air is 340 m/s.
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