A harmonic wave on a rope is described by y(x,t)=(4.0mm)sin ((10ms -1 )t +x) i) Calculate the wavelength and time period of the wave. ii) Determine the Displacement and acceleration of the element of the rope located at x = 0.58 m at time, t = 0.41 s.

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Vikas TU · Answer

Dear student The harmonic motion is given by y(x,t)=(4.0mm)sin ((10ms -1 )t +x) The equation is wrong , Please upload the image . Good Luck

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A harmonic wave on a rope is described by y(x,t)=(4.0mm)sin ((10ms -1 )t +x) i) Calculate the wavelength and time period of the wave. ii) Determine the Displacement and acceleration of the element of the rope located at x = 0.58 m at time, t = 0.41 s.

A harmonic wave on a rope is described by

y(x,t)=(4.0mm)sin ((10ms^-1)t +x)

i) Calculate the wavelength and time period of the wave. ii) Determine the
Displacement and acceleration of the element of the rope located at x = 0.58 m at
time, t = 0.41 s.

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A harmonic wave on a rope is described by y(x,t)=(4.0mm)sin ((10ms -1 )t +x) i) Calculate the wavelength and time period of the wave. ii) Determine the Displacement and acceleration of the element of the rope located at x = 0.58 m at time, t = 0.41 s.

A harmonic wave on a rope is described by y(x,t)=(4.0mm)sin ((10ms-1)t +x) i) Calculate the wavelength and time period of the wave. ii) Determine theDisplacement and acceleration of the element of the rope located at x = 0.58 m attime, t = 0.41 s.

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A harmonic wave on a rope is described by

y(x,t)=(4.0mm)sin ((10ms^-1)t +x)

i) Calculate the wavelength and time period of the wave. ii) Determine the
Displacement and acceleration of the element of the rope located at x = 0.58 m at
time, t = 0.41 s.