A string with linear density 2.0g/m is lies along the positive x-axis with tension 80N. One end of the string is tied to a hook at x = 0m that oscillates up and down at a frequency of 100HZ with a maximum displacement of 1.5mm. At t = Os, the hook is at its lowest point: 1. What is the wave speed on the string, and the wavelength? 2. What is the amplitude of the wave, and its phase constant? 3. Write the displacement equation D(x, t) of the traveling wave. 4. What is the string's displacement at x = 0.50m and t = 10ms?

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Problem #6
A string with linear density 2.0g/m is lies along the positive x-axis with tension 80N.
One end of the string is tied to a hook at x =
frequency of 100HZ with a maximum displacement of 1.5mm. At t = Os, the hook is
at its lowest point:
Om that oscillates up and down at a
1. What is the wave speed on the string, and the wavelength?
2. What is the amplitude of the wave, and its phase constant?
3. Write the displacement equation D(x, t) of the traveling wave.
4. What is the string's displacement at x =
0.50m and
t =
10ms?
Transcribed Image Text:6 Problem #6 A string with linear density 2.0g/m is lies along the positive x-axis with tension 80N. One end of the string is tied to a hook at x = frequency of 100HZ with a maximum displacement of 1.5mm. At t = Os, the hook is at its lowest point: Om that oscillates up and down at a 1. What is the wave speed on the string, and the wavelength? 2. What is the amplitude of the wave, and its phase constant? 3. Write the displacement equation D(x, t) of the traveling wave. 4. What is the string's displacement at x = 0.50m and t = 10ms?
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