A car traveling at 25 m/s honks its horn as it directly approaches the side of a large building. The horn produces a long sustained note of frequency f0 = 230 Hz. The sound is reflected off the building back to the car's driver. The sound wave from the original note and that reflected off the building combine to create a beat frequency. What is the beat frequency that the driver hears (which tells him that he had better hit the brakes!)?

THINK:
The car is considered to be a moving source with speed
emitting with frequency
. The frequency
of the car at the building can be calculated using the sound velocity of
. Building reflects the sound back towards the moving car. The car driver can be thought of as a moving observer of the reflected sound. Combining two Doppler shifts gives the frequency
of the reflected sound. Hence, beats frequency
RESEARCH:
The frequency
of the sound measured by a stationary observer standing at the building resulting from the sound of frequency
emitted by the car moving with speed
is given by equation,
…… (1)
The frequency of the sound hear by the car driver after reflection from the wall is given by equation,
…… (2)
SIMPLIFY:
We can combine equation (1) and (2) to obtain,

CALCULATE:
Speed of the car, 
Speed of sound, 
Frequency of the wave, 
Putting the given in the above equation, we get
Beats frequency heard by the driver is, 

ROUND:
In the given data the least significant figures are two. So, the answer should be rounded off to two significant figures.
Beat frequency, 