A standing wave with wavelength of 2 m, speed of 20 m/s and amplitude of 8 mm is generated on a taut string. The wavefunction of the standing wave is: O y(x,t) = (4 mm) sin(Tx)cos(0.1nt) !! O y(x,t) = (2 mm) sin(Tx)cos(20rt) O y(x,t) = (8 mm) sin(x)cos(20rtt) O y(x,t) = (2 mm) sin(nx)cos(0.1nt) y(x,t) = (4 mm) sin(rx)cos(20nt) %3D O y(x,t) = (8 mm) sin(Ttx)cos(0.1nt)

Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter14: Superposition And Standing Waves
Section: Chapter Questions
Problem 11OQ: A standing wave having three nodes is set up in a string fixed at both ends. If the frequency of the...
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A standing wave with wavelength of 2 m,
speed of 20 m/s and amplitude of 8 mm is
generated on a taut string. The
wavefunction of the standing wave is:
O y(x,t) = (4 mm) sin(Tix)cos(0.1nt)
y(x,t) = (2 mm) sin(rx)cos(20rt)
O y(x,t) = (8 mm) sin(rx)cos(20t)
O y(x,t) = (2 mm) sin(x)cos(0.1 rt)
y(x,t) = (4 mm) sin(rx)cos(20nt)
O y(x,t) = (8 mm) sin(Tex)cos(0.1nt)
%3D
Transcribed Image Text:A standing wave with wavelength of 2 m, speed of 20 m/s and amplitude of 8 mm is generated on a taut string. The wavefunction of the standing wave is: O y(x,t) = (4 mm) sin(Tix)cos(0.1nt) y(x,t) = (2 mm) sin(rx)cos(20rt) O y(x,t) = (8 mm) sin(rx)cos(20t) O y(x,t) = (2 mm) sin(x)cos(0.1 rt) y(x,t) = (4 mm) sin(rx)cos(20nt) O y(x,t) = (8 mm) sin(Tex)cos(0.1nt) %3D
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