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A plane wave propagates along positive x...

A plane wave propagates along positive x-direction in a homogeneous medium of density `p=200 kg//m^(3)`. Due to propagation of the wave medium particle oscillate. Space density of their oscillation energy is `E=0.16pi^(2) J//m^(3)` and maximum shear strain produced in the mendium is `phi_(0)=8pixx10^(-5)`. if at an instant, phase difference between two particles located at points `(1m,1m,1m)` and `(2m, 2m, 2m,)` is `Deltatheta=144^(@)`, assuming at `t=0` phase of particle at `x=0` to be zero,
wave length is

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A plane wave propagates along positive x-direction in a homogeneous medium of density p=200 kg//m^(3) . Due to propagation of the wave medium particle oscillate. Space density of their oscillation energy is E=0.16pi^(2) J//m^(3) and maximum shear strain produced in the mendium is phi_(0)=8pixx10^(-5) . if at an instant, phase difference between two particles located at points (1m,1m,1m) and (2m, 2m, 2m,) is Deltatheta=144^(@) , assuming at t=0 phase of particle at x=0 to be zero, Wave velocity is

A plane wave propagates along positive x-direction in a homogeneous medium of density p=200 kg//m^(3) . Due to propagation of the wave medium particle oscillate. Space density of their oscillation energy is E=0.16pi^(2) J//m^(3) and maximum shear strain produced in the mendium is phi_(0)=8pixx10^(-5) . if at an instant, phase difference between two particles located at points (1m,1m,1m) and (2m, 2m, 2m,) is Deltatheta=144^(@) , assuming at t=0 phase of particle at x=0 to be zero, Equation of wave is

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