Question 6 A car comes towards a stationary observer at speed 72.00 km/hr, honking loudly, and passes by. The pitch (frequency) of the sound heard changes. Here is an example video of a car approaching and passing by. (Warningl It is a LOUD video.) Take the speed of sound in air as 340.0 m/s. Part A - Stationary observer listening By how much does the pitch go down (find the ratio of the frequency as the car gets away to the frequency as it is approaching). Part B - Wedding day convoy Now imagine that other cars are following the honking car with the same speed, 72.00 km/hr. What is the ratio of the frequency heard by the following cars, if the frequency of the honk is 160 Part C- Police car catching up Now imagine a police car is trying to catch the honking car. It comes from behind with a speed of 144.0 km/hr. What is the frequency of the sound heard by the police o Please write your answer up to four significant digits for this part of the question, MyLab will only accept up to 0.1% rounding error in this part.

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Chapter1: Units, Trigonometry. And Vectors
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Question 6
A car comes towards a stationary observer
t speed 72.00 km/hr, honking loudly, and passes by. The pitch (frequency) of the sound heard changes.
Here is an example video of a car approaching and passing by. (Warning! It is a LOUD video.)
Take the speed of sound in air as 340.0 m/s.
Part A - Stationary observer listening
By how much does the pitch go down (find the ratio of the frequency as the car gets away to the frequency as it is approaching).
Part B - Wedding day convoy
Now imagine that other cars are following the honking car with the same speed, 72.00 km/hr . What is the ratio of the frequency heard by the following cars, if the frequency of the honk is 1600 Hz ?
Part C - Police car catching up
Now imagine a police car is trying to catch the honking car. It comes from behind with a speed of 144.0 km/hr . What is the frequency of the sound heard by the police officers?
Please write your answer up to four significant digits for this part of the question, MyLab will only accept up to 0.1% rounding error in this part.
Transcribed Image Text:Question 6 A car comes towards a stationary observer t speed 72.00 km/hr, honking loudly, and passes by. The pitch (frequency) of the sound heard changes. Here is an example video of a car approaching and passing by. (Warning! It is a LOUD video.) Take the speed of sound in air as 340.0 m/s. Part A - Stationary observer listening By how much does the pitch go down (find the ratio of the frequency as the car gets away to the frequency as it is approaching). Part B - Wedding day convoy Now imagine that other cars are following the honking car with the same speed, 72.00 km/hr . What is the ratio of the frequency heard by the following cars, if the frequency of the honk is 1600 Hz ? Part C - Police car catching up Now imagine a police car is trying to catch the honking car. It comes from behind with a speed of 144.0 km/hr . What is the frequency of the sound heard by the police officers? Please write your answer up to four significant digits for this part of the question, MyLab will only accept up to 0.1% rounding error in this part.
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