Two sinusoidal waves travel in the same direction with the same amplitude A = 1 m, same wavelength λ=0.25m, and speed v = 2 m/s.If the phase difference between the two waves is =π/3, then the resultant interference wave function is expressed as: y_res (x,t)=1.73sin (0.5mx-16nt+n/6) Oy_res (x,t)=0.86sin(8nx-16nt+π/6) Oy_re's (x,t)=0.86sin(0.5mx-16nt+π/6) Oy_res (x,t)=1.73sin(8nx-16nt+n/6)

University Physics Volume 1
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Chapter16: Waves
Section: Chapter Questions
Problem 93P: Two sinusoidal waves are moving through a medium in the same direction, both having amplitudes of...
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Two sinusoidal waves travel in the
same direction with the same
amplitude A = 1 m, same
wavelength >=0.25m, and speed v
= 2 m/s.If the phase difference
between the two waves is =π/3,
then the resultant interference
wave function is expressed as:
y_res (x,t)=1.73sin (0.5mx-16nt+n/6)
y_res (x,t)=0.86sin(8nx-16nt+n/6)
Oy_re's (x,t)=0.86sin(0.5mx-16nt+n/6)
Oy_res (x,t)=1.73sin(8nx-16nt+n/6)
Transcribed Image Text:Two sinusoidal waves travel in the same direction with the same amplitude A = 1 m, same wavelength >=0.25m, and speed v = 2 m/s.If the phase difference between the two waves is =π/3, then the resultant interference wave function is expressed as: y_res (x,t)=1.73sin (0.5mx-16nt+n/6) y_res (x,t)=0.86sin(8nx-16nt+n/6) Oy_re's (x,t)=0.86sin(0.5mx-16nt+n/6) Oy_res (x,t)=1.73sin(8nx-16nt+n/6)
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