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A band playing music at a frequency f(0)...

A band playing music at a frequency `f_(0)` is moving towareds a wall at a speed `v_(0)`. A motorist is following the band with a speed `v_(m)`. If v be the speed of the sound the expression for beat frequency heard by motorist is

A

`(v+v_(m))/(v-v_(b))f`

B

`(v+v_(m))/(v+v_(b))f`

C

`(2v_(b)(v+v_(m)))/(v^(2)-v_(b)^(2))f`

D

`(2v_(m)(v+v_(b)))/(v^(2)-v_(m)^(2))f`

Text Solution

Verified by Experts

The correct Answer is:
C


`upsilon_("direct")=upsilon[(V+v_(m))/(V+v_(b))]`, `upsilon._("reflected")=upsilon[(V+v_(m))/(V-v_(m))[`
beats/s`=upsilon_(2)-upsilon_(1)`
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NARAYNA-WAVES-Exercise-IV
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