In order to study the compressional nature of sound waves, a student sets up a travelling longitudinal wave on a long 'slinky' spring. One end of the spring is tied to a mechanical vibrator which oscillates the end back and forward at a frequency of 5.0 Hz. The figure below shows the displacement back and forward of each loop of a small section of the spring, at a particular instant of time. The wave is travelling to the right, and in the figure has reached point P. A length scale is plotted below the spring. displacement forward back 0 0.2 What is the period of the wave? 0.4 0.6 What is the speed of the wave along the spring? P 0.8 1.0 position (m) 1.2

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Chapter1: Units, Trigonometry. And Vectors
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In order to study the compressional nature of sound waves, a student sets up a travelling longitudinal
wave on a long 'slinky' spring. One end of the spring is tied to a mechanical vibrator which oscillates
the end back and forward at a frequency of 5.0 Hz. The figure below shows the displacement back
and forward of each loop of a small section of the spring, at a particular instant of time. The wave is
travelling to the right, and in the figure has reached point P. A length scale is plotted below the spring.
displacement
forward
back
0
10
0.2
What is the period of the wave?
0.4
0.6
What is the speed of the wave along the spring?
P
0.8
1.0
position (m)
1.2
Transcribed Image Text:In order to study the compressional nature of sound waves, a student sets up a travelling longitudinal wave on a long 'slinky' spring. One end of the spring is tied to a mechanical vibrator which oscillates the end back and forward at a frequency of 5.0 Hz. The figure below shows the displacement back and forward of each loop of a small section of the spring, at a particular instant of time. The wave is travelling to the right, and in the figure has reached point P. A length scale is plotted below the spring. displacement forward back 0 10 0.2 What is the period of the wave? 0.4 0.6 What is the speed of the wave along the spring? P 0.8 1.0 position (m) 1.2
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