A violin string ? = 31.6 cm long and ? = 0.65 g⁄m linear mass density is tuned to play a La4 note at 440.0 Hz. This means that the string is at its fundamental oscillation mode, that is, you will be on that note without placing a finger on it. From this information: C. If we compare the current La4 note of 440.0 Hz with the La4 note of 422.5 Hz from Handel's time, By what percentage should the tension of the violin string vary with respect to the current to tune the note to 422.5 Hz?
A violin string ? = 31.6 cm long and ? = 0.65 g⁄m linear mass density is tuned to play a La4 note at 440.0 Hz. This means that the string is at its fundamental oscillation mode, that is, you will be on that note without placing a finger on it. From this information: C. If we compare the current La4 note of 440.0 Hz with the La4 note of 422.5 Hz from Handel's time, By what percentage should the tension of the violin string vary with respect to the current to tune the note to 422.5 Hz?
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A violin string ? = 31.6 cm long and ? = 0.65 g⁄m linear mass density is tuned to play a La4 note at 440.0 Hz. This means that the string is at its fundamental oscillation mode, that is, you will be on that note without placing a finger on it. From this information:
C. If we compare the current La4 note of 440.0 Hz with the La4 note of 422.5 Hz from Handel's time, By what percentage should the tension of the violin string vary with respect to the current to tune the note to 422.5 Hz?
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