The equation of a transverse wave is y=a sin 2π[t-{x/5}], then the ratio of maximum particle velocity and wave velocity is
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❄CONCEPT OF WAVE MOTION ❄
↪ BAsically here the given equation follows the sinusoidal wave that is ...
❄Y = a sin ( wt +- Kx +- ⊙ )
↪since here we Know that the max Velocity of the particle is given as ... V = A w
↪here A = a ,amplitude and w = 2pi the frequency ..
↪also we Know that the wave velocity is given as
↪V wave = f lambda ...
↪so after solving we get the ratio as ..
↪2pi a ÷ 5
______________________________
Here is Your Answer...!!!
___________________________
❄CONCEPT OF WAVE MOTION ❄
↪ BAsically here the given equation follows the sinusoidal wave that is ...
❄Y = a sin ( wt +- Kx +- ⊙ )
↪since here we Know that the max Velocity of the particle is given as ... V = A w
↪here A = a ,amplitude and w = 2pi the frequency ..
↪also we Know that the wave velocity is given as
↪V wave = f lambda ...
↪so after solving we get the ratio as ..
↪2pi a ÷ 5
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