-10 2 15 10 5 -15 -20 v = f. L x (cm) 10 f = frequency L = wavelength The graph above shows a snapshot of a sinusoidal wave in a string. As shown in the formula (also above), the speed of the wave depends on both the frequency and the wavelength of the wave. If the frequency is 59.8 Hz, then calculate the speed of the wave. (Note. This calculation estimates the wavelength to a tenth of a centimeter.)

University Physics Volume 1
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Chapter16: Waves
Section: Chapter Questions
Problem 85P: The power versus time for a point on a string (=0.05kg/m) in which a sinusoidal traveling wave is...
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21.
ZU
15
10
5
um
-10
-5
10
-15
-20
v=f. L
f = frequency
L = wavelength
The graph above shows a snapshot of a sinusoidal wave in a string. As shown in the
formula (also above), the speed of the wave depends on both the frequency and the
wavelength of the wave. If the frequency is 59.8 Hz, then calculate the speed of the
wave. (Note. This calculation estimates the wavelength to a tenth of a centimeter.)
x (cm)
10
Transcribed Image Text:ZU 15 10 5 um -10 -5 10 -15 -20 v=f. L f = frequency L = wavelength The graph above shows a snapshot of a sinusoidal wave in a string. As shown in the formula (also above), the speed of the wave depends on both the frequency and the wavelength of the wave. If the frequency is 59.8 Hz, then calculate the speed of the wave. (Note. This calculation estimates the wavelength to a tenth of a centimeter.) x (cm) 10
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