Transverse waves on a string have a wave speed of 8 m/s, amplitude 0.07 m and wavelength 0.32 m. The waves travel in the-x direction, and at t=0 the x=0 end of the string has zero displacement and is moving in the ty direction, a) Write the equation for the traveling transverse wave m and b) Find the transverse displacement of a particle at x-0.360 t 0.15 s. c) How much time must elapse from the instant in part until the particle at x 0.360 m next has zero displacement?

College Physics
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Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Mysics
Transverse waves on a string have a wave speed of 8 m/s, amplitude 0.07 m,
and wavelength 0.32 m. The waves travel in the-x direction, and at t=0 the
x=0 end of the string has zero displacement and is moving in the ty direction,
a) Write the equation for the traveling transverse wave
b) Find the transverse displacement of a particle at x-0.360 m and t=0.15 s.
c) How much time must elapse from the instant in part until the particle at
x 0.360 m next has zero displacement?
X=
d) How much additional time must elapse from the instant in part until the
next time the particle has zero displacement?
a.) -w the cos(kx-wt + Ø ) + x
b.)
VF-8.0.07 cos(x+8++) + X
VF = 8.0.07 cos(x +U+6)
VF-8.0.07 Cos(x+0)
y=Ym sin(kx-w++0)
y= 0.07 sin (0+8.0.15) = .069m
Transcribed Image Text:Mysics Transverse waves on a string have a wave speed of 8 m/s, amplitude 0.07 m, and wavelength 0.32 m. The waves travel in the-x direction, and at t=0 the x=0 end of the string has zero displacement and is moving in the ty direction, a) Write the equation for the traveling transverse wave b) Find the transverse displacement of a particle at x-0.360 m and t=0.15 s. c) How much time must elapse from the instant in part until the particle at x 0.360 m next has zero displacement? X= d) How much additional time must elapse from the instant in part until the next time the particle has zero displacement? a.) -w the cos(kx-wt + Ø ) + x b.) VF-8.0.07 cos(x+8++) + X VF = 8.0.07 cos(x +U+6) VF-8.0.07 Cos(x+0) y=Ym sin(kx-w++0) y= 0.07 sin (0+8.0.15) = .069m
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