A violin string of length 0.350 m has been tuned to a frequency of 392 Hz...

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A violin string of length 0.350 m has been tuned to a frequency of 392 Hz (concert G). The linear mass density of the violin string is .650 a. A violinist places their finger on the string to play concert A, with a frequency of 440 Hz. How far from the end of the string (the bridge of the violin) must they place their finger to achieve this musical note? Explain your work. b. After playing for an extended period the violinist notices a beat frequency of 2.00 has when they play concert G. What frequency is the string vibrating at? Explain your conclusion. c. Calculate the tension in the violin string when it is properly tuned. Explain your work. A violin string of length 0.350 m has been tuned to a frequency of 392 Hz (concert G). The linear mass density of the violin string is .650 a. A violinist places their finger on the string to play concert A, with a frequency of 440 Hz. How far from the end of the string (the bridge of the violin) must they place their finger to achieve this musical note? Explain your work. b. After playing for an extended period the violinist notices a beat frequency of 2.00 has when they play concert G. What frequency is the string vibrating at? Explain your conclusion. c. Calculate the tension in the violin string when it is properly tuned. Explain your work.

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a To find the position where the violinist must place their finger to play concert A 440 Hz we can use the formula for the frequency of a vibrating string f 12L sqrtT where f frequency L length of the ... View the full answer