A body vibrating with a time period of 1/256s produces a sound wave which travels in air with a velocity of 350m/s.calculate the wavelength.
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Answered by
137
Time period = 1/256s
We know,
Velocity = frequency × wavelength
We need to find frequency:
Time period is reciprocal of frequency..
∴Frequency =
= 256 Hz
So, Velocity = frequency × wavelength
Then, wavelength =
=
= 1.367 m
We know,
Velocity = frequency × wavelength
We need to find frequency:
Time period is reciprocal of frequency..
∴Frequency =
= 256 Hz
So, Velocity = frequency × wavelength
Then, wavelength =
=
= 1.367 m
Answered by
54
Time period = 
Frequency =
=
= 256 Hz
Velocity = Frequency x Wavelength
Wavelength =
= 1.367 metres (approx.)
Frequency =
=
= 256 Hz
Velocity = Frequency x Wavelength
Wavelength =
= 1.367 metres (approx.)
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