(a)
What frequency (in Hz) is received by a person watching an oncoming ambulance moving at 106 km/h and emitting a steady 850 Hz sound from its siren? The speed of sound on this day is 345 m/s.
Hz
(b)
What frequency (in Hz) does she receive after the ambulance has passed?
Hz
W = U + V is the relative speed of the wave with length L when U
is the speed of the source and V is the speed of sound. So the
period is t = L/W and the apparent frequency is Fa = 1/t = W/L = (U
+ V)/L; where L = VT = V/Fs and Fs = 850 c/s is the static
frequency and U = 106 kph = (106*1000/3600) m/s. =29.444m/s
So we have Fa = (U + V)/(V/Fs) = Fs (U/V + 1) = 850*(29.44/345 + 1)
= 922.533 c/s. ANS. a.
And after passing w = V - U is the relative speed of the wave with
L. So the apparent period is T = L/w and the apparent frequency fa
= 1/T = w/L = (V - U)/(V/Fs) = Fs (1 - U/V) = 850*(1 - (29.44)/345)
= 777.466 cps ANS. b.
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