A transverse harmonic wave travels along a taut string having a tension of `57.6 N` and linear mass density of `100 g//m`. Two points A and B on the string are `5` cm apart and oscillate with a phase difference of `pi/6`. How much does the phase of oscillation of point A change in a time interval of `5.0` ms?

A transverse harmonic wave is propagating along a taut string. Tension in the string is 50 N and its linear mass density is 0.02 kg m^( –1) The string is driven by a 80 Hz oscillator tied to one end oscillating with an amplitude of 1mm. The other end of the string is terminated so that all the wave energy is absorbed and there is no reflection (a) Calculate the power of the oscillator. (b) The tension in the string is quadrupled. What is new amplitude of the wave if the power of the oscillator remains same? (c) Calculate the average energy of the wave on a 1.0 m long segment of the string.

A transverse progressive wave on a stretched string has a velocity of 10ms^(-1) and a frequency of 100 Hz . The phase difference between two particles of the string which are 2.5 cm apart will be

A transverse wave along a stretched string has a speed of 30 m/s and a frequency of 250 Hz. Then the phase difference between two points on the string 10 cm apart at the same instant is

A sinusoidal wave travels along a taut string of linear mass density 0.1g//cm . The particles oscillate along y- direction and wave moves in the positive x- direction . The amplitude and frequency of oscillation are 2mm and 50Hz respectively. The minimum distance between two particles oscillating in the same phase is 4m . The amount of energy transferred ( in Joules ) through any point of the string in 5 seconds is

A sinusoidal wave travels along a taut string of linear mass density 0.1g//cm . The particles oscillate along y- direction and wave moves in the positive x- direction . The amplitude and frequency of oscillation are 2mm and 50Hz respectively. The minimum distance between two particles oscillating in the same phase is 4m . The amount of energy transferred ( in Joules ) through any point of the string in 5 seconds is

A sinusoidal wave travels along a taut string of linear mass density 0.1g//cm . The particles oscillate along y- direction and wave moves in the positive x- direction . The amplitude and frequency of oscillation are 2mm and 50Hz respectively. The minimum distance between two particles oscillating in the same phase is 4m . The tension in the string is ( in newton )

A sinusoidal wave travels along a taut string of linear mass density 0.1g//cm . The particles oscillate along y- direction and wave moves in the positive x- direction . The amplitude and frequency of oscillation are 2mm and 50Hz respectively. The minimum distance between two particles oscillating in the same phase is 4m . The tension in the string is ( in newton )

A sinusoidal wave travels along a taut string of linear mass density 0.1 g//cm . The particles oscillate along y-direction and the disturbance moves in the positive x-direction. The amplitude and frequency of oscillation are 2 mm and 50 Hz respectively. The minimum distance between two particles oscillating in the same phase is 4 m. (a) Find the tension in the string. (b) Find the amount of energy transferred through any point of the string in one second. (c) If it is observed that the particle at x = 2 m is at y = 1 mm at t = 2 s , and its velocity is in positive y-direction, then write the equation of this travelling wave.

A sinusoidal wave travels along a taut string of linear mass density 0.1g//cm . The particles oscillate along y- direction and wave moves in the positive x- direction . The amplitude and frequency of oscillation are 2mm and 50Hz respectively. The minimum distance between two particles oscillating in the same phase is 4m . If at x=2m and t=2s , the particle is at y=1 m m and its velocity is in positive y- direction, then the equation of this travelling wave is : ( y is in m m, t is in seconds and x is in metres )

A sinusoidal wave travels along a taut string of linear mass density 0.1g//cm . The particles oscillate along y- direction and wave moves in the positive x- direction . The amplitude and frequency of oscillation are 2mm and 50Hz respectively. The minimum distance between two particles oscillating in the same phase is 4m . If at x=2m and t=2s , the particle is at y=1 m m and its velocity is in positive y- direction, then the equation of this travelling wave is : ( y is in m m, t is in seconds and x is in metres )