If a 20-m string has a mass per length of 5.30 x 10^(-2) kg/m, and is stretched to a tension of 30.0 N, A. Find the 3rd overtone that could cause that string to form a standing wave. Choices: 1.78 Hz 0.59 Hz 1.19 Hz 2.38 Hz B. What is the wave speed of the standing wave formed.

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A: Given: Fundamental frequency, f1=1 kHz=1000 Hz Length of the string, L=18 cm=0.18 m Mass, m=0.86…

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A: The length of the string,   The wavelength of the standing wave,

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A: Write the equation for the frequency. v=n2LTμ Here, The linear density is "μ" The tension in the…

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A: Recall For string fixed at both ends f=nV/2L

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A: length of rope = L = 6 m tension = T = 600 N Speed = V = 40 m/s

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A: Given Time period is T=2×10-3 s Wavelength is λ=0.50  m

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A: Note: Since you have posted a question with multiple sub-parts, we will solve the first three…

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A: (a) Wavelength of the third harmonic

Q: The D-string on a properly tuned guitar produces a tone with a fundamental frequency of 146.8 Hz.…

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A: Given, Linear density of string,μ = 0.0064 kg/m Tension , T = 1082 N Sounds the note D4 Frequency of…

Q: The D-string on a properly tuned guitar produces a tone with a fundamental frequency of 146.8 Hz.…

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A: GivenL=2 mm=10 g=10×10-3 kgT=12.5 N

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A: Find the speed of the transverse wave. v=Fμ=FmL=2102.5=0.707 m/s

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A: To Find: Frequency We are aware that the guitar's not A is produced at a frequency of 440 Hz and…

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A: a) Calculate the speed of the wave on the string. f=v2L293.6 Hz=v2(0.69 m)v=405.168 m/sv≈405.17 m/s

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A: a. The fundamental frequency can be expressed as f=v4L

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A: Given Data:- Length of the string is L=0.4 m Mass of the string is m=3.00×103 kg Tension in the…

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A: speed of the wave is v=8 m/s wavelength of the wave is λ=320*10-3 m a)relation between frequency…

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A: Given L = 1 m T = 50 N Mass per unit length = 5 g/m = 0.005 kg/m

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