7 Problem #7 A stretched string that lies along the x-axis has a sinusoidal traveling wave propa- gating along it. Figure 7 shows the history plots for two points, one at x = 0m and the other at x = 0.09m. 1. What is the amplitude of the wave? 2. What is the period of the wave? 3. The points x = 0m and x = the wavelength and the speed of the wave if the wave is moving towards positive x values. 0.09m are within one wavelength apart. Determine

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7 Problem #7
A stretched string that lies along the x-axis has a sinusoidal traveling wave propa-
gating along it. Figure 7 shows the history plots for two points, one at x = 0m and
the other at x
0.09m.
1. What is the amplitude of the wave?
2. What is the period of the wave?
3. The points x = 0m and x =
the wavelength and the speed of the wave if the wave is moving towards positive
x values.
0.09m are within one wavelength apart. Determine
4. Determine the wavelength and the speed of the wave if the wave is moving
towards negative x values.
5. If you were not told that the two points were within one wavelength apart,
would it be possible to determine the exact wavelengths in parts 3 and 4? Why
or why not?
y (mm)
x = 0 x = 0.0900 m
E0,01 0.03/
t (s)
0,05 0.07
-4
Figure 3: History plots for two points, one at x =
Om and the other at x = 0.09m.
4202
Transcribed Image Text:7 Problem #7 A stretched string that lies along the x-axis has a sinusoidal traveling wave propa- gating along it. Figure 7 shows the history plots for two points, one at x = 0m and the other at x 0.09m. 1. What is the amplitude of the wave? 2. What is the period of the wave? 3. The points x = 0m and x = the wavelength and the speed of the wave if the wave is moving towards positive x values. 0.09m are within one wavelength apart. Determine 4. Determine the wavelength and the speed of the wave if the wave is moving towards negative x values. 5. If you were not told that the two points were within one wavelength apart, would it be possible to determine the exact wavelengths in parts 3 and 4? Why or why not? y (mm) x = 0 x = 0.0900 m E0,01 0.03/ t (s) 0,05 0.07 -4 Figure 3: History plots for two points, one at x = Om and the other at x = 0.09m. 4202
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