The difference in frequency between the first and the fifth harmonic of a standing wave on a taut string is f5 - f1 20 Hz. The speed of the standing wave is fixed and is equal to 10 m/s. Determine the difference in wavelength between these modes. O 15 -A1 = -0.64 m O A5-A1 = -0.80 m A5 - A1 = -1.60 m O 15-A1 = 5 m A5-A1 = 0.20m

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Chapter1: Units, Trigonometry. And Vectors
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The difference in frequency between the
first and the fifth harmonic of a standing
wave on a taut string is f5 -f1 20 Hz. The
speed of the standing wave is fixed and is
equal to 10 m/s. Determine the difference in
wavelength between these modes.
15 - A1 = -0.64 m
O A5-A1 = -0.80 m
A5- A1 = -1.60 m.
O 15 - A1 = 5 m
O 15 -A1 = 0.20 m
Transcribed Image Text:The difference in frequency between the first and the fifth harmonic of a standing wave on a taut string is f5 -f1 20 Hz. The speed of the standing wave is fixed and is equal to 10 m/s. Determine the difference in wavelength between these modes. 15 - A1 = -0.64 m O A5-A1 = -0.80 m A5- A1 = -1.60 m. O 15 - A1 = 5 m O 15 -A1 = 0.20 m
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