Two waves y1 and y2 each of frequency f=5 Hz, wavelengthX=2 m, amplitude A=0.4 m travel in the negative x-direction with a phase difference of tt/2 rad. The interference of these two waves gives a wave described by: y=0.8 sin(tx-10nt+n/8) y=0.4 sin(tx+10rt+n/8) y=0.4v2 sin(tix+10rnt+n/4) y=0.4v2 sin(tx+10rt+n/8) None

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Chapter1: Units, Trigonometry. And Vectors
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Two waves y1 and y2 each of frequency f=5
Hz, wavelengthd=2 m, amplitude A=0.4 m
travel in the negative x-direction with a
phase difference of t/2 rad. The
interference of these two waves gives a
wave described by:
y=0.8 sin(tx-10nt+n/8)
y=0.4 sin(nx+10rtt+nt/8)
y=0.4v2 sin(tx+10rtt+rt/4)
y=0.4v2 sin(tx+10tt+rt/8)
None
Transcribed Image Text:Two waves y1 and y2 each of frequency f=5 Hz, wavelengthd=2 m, amplitude A=0.4 m travel in the negative x-direction with a phase difference of t/2 rad. The interference of these two waves gives a wave described by: y=0.8 sin(tx-10nt+n/8) y=0.4 sin(nx+10rtt+nt/8) y=0.4v2 sin(tx+10rtt+rt/4) y=0.4v2 sin(tx+10tt+rt/8) None
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