Two cars A and B approach a stationary observer from opposite sides as shown in figure.Observer hears no beats. If the frequency of the horn of the car B is 504 Hz the frequency of horn of car A will be (V = 330 m/s) ft
Answers
Answered by
3
Answer:
529.2Hz
Explanation:
Since, the person hears no beats therefore their apparent frequency are the same.
So, n×
330−15
330
=504×
330−30
330
n=
300
504×315
=529.2Hz
Answered by
4
Answer:—
- 529.2Hz
Step by Step Explanation:—
From Doppler's effect the apparent change in frequency of a wave that is preceived by the stationary observer is
- n' = n↓o [V/V - Vs]
Where,
V is the speed of sound
Since,
Observer is not hearing any beats, the apparent frequency of the two cars should be equal.
Hence,
- n' = n"
→ 504(V/V - 30) = n(V/V - 15)
→ n = (330 - 15)/(330 - 30) × 504
→ n = 315 × 504/300
→ n = 529.2Hz
Hence,
n = 529.2 Hertz.
@vikramjeeth.
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