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A car moving at 16.0 m/s, passes an observer while its horn is pressed. Find the difference between the frequencies of sound he...Asked by sophie
                A car moving at 16.0 m/s, passes an observer while its horn is pressed. Find the difference between the frequencies of sound heard when the car approaches and when it recedes from the stationary observer. The velocity of sound is 343 m/s and the frequency of the sound of the car's horn is 583 Hz. 
A. 42.2 Hz
B. 54.5 Hz
C. 61.8 Hz
D. 65.4 Hz
I used the Dopler effect formula and got B?
            
        A. 42.2 Hz
B. 54.5 Hz
C. 61.8 Hz
D. 65.4 Hz
I used the Dopler effect formula and got B?
Answers
                    Answered by
            drwls
            
    The shift in frequency is, for slow speeds compared to the speed of sound, f*(V/a) = 583*(16/343) = 27.2 Hz , up or down. a is the speed of sound
Double that for the difference between the upshifted and the downshifted frequencies and you get 54.4 Hz
The correct answer is B. Good work.
The exact equation, which I am too lazy to look up, would probably give you 54.5 Hz
    
Double that for the difference between the upshifted and the downshifted frequencies and you get 54.4 Hz
The correct answer is B. Good work.
The exact equation, which I am too lazy to look up, would probably give you 54.5 Hz
                    Answered by
            sophie
            
    thanks!
    
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