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A wave pulse is generated in a string that lies along x-axis. At the points A and B, as shown in the figure, if RA and RB are the ratio of wave speed to the particle speed respectively then

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Important Questions on Wave Motion on a String

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Wave pulse on a string shown in the figure is moving to the right without changing shape. Consider two particles at positions x1=1.5 m and x2=2.5 m. Their transverse velocities at the moment shown in the figure are along with directions

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When two waves of the same amplitude and frequency but having a phase difference of ϕ, travelling with the same speed in the same direction (positive x), interfere, then
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A massless rod BD is suspended by two identical massless strings AB and CD of equal lengths. A block of mass m is suspended point P such that BP is equal to x, if the fundamental frequency of the left wire is twice the fundamental frequency of right wire, then the value of x is

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If the ratio of amplitudes of two waves at any point in the medium is 1:3, then the ratio of maximum and minimum intensities due to their superposition will be
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Two waves of equal amplitude A, and equal frequency travel in the same direction in a medium. The amplitude of the resultant wave is
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The following figure depicts a wave travelling in a medium. Which pair of particles are in phase.

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The rate of transfer of energy in a wave depends on
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A wave moving with a constant speed on a uniform string passes the point x=0 with amplitude A0, angular frequency ω0 and average rate of energy transfer P0. As the wave travels down the string, it gradually loses energy and at the point x=l, the average rate of energy transfer becomes P02. At the point x=l, angular frequency and amplitude are, respectively