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Standing on the sidewalk, you listen to the horn of a passing car. As the car passes, the frequency of the sound changes from high to low in a continuous manner; that is, there is no abrupt change in the perceived frequency. This occurs because a) the pitch of the sound of the horn changes continuously. b) the intensity of the observed sound changes continuously. c) you are not standing directly in the path of the moving car. d) of all of the above reasons.

Short Answer

Expert verified
Answer: The Doppler effect is the reason behind the change in frequency of the sound heard when a moving car with a horn passes by a person standing on the sidewalk.

Step by step solution

01

Understand the Doppler Effect

The change in frequency of the observed sound when the source of the sound is moving in relation to the observer is called the Doppler effect. This phenomenon occurs for any type of wave, including sound waves and light waves. In this case, the moving car with a horn is the source of the sound, and the stationary person on the sidewalk is the observer.
02

Analyze the effect of the Doppler effect on the frequency

Based on the Doppler effect, we can conclude that when the moving car is approaching the person, the observed frequency of the sound wave increases (the sound appears higher pitched). Conversely, when the car is moving away from the person, the observed frequency decreases (the sound appears lower pitched). The change in the perceived frequency is a result of the relative motion between the source and the observer, and not due to any inherent change in the sound itself.
03

Evaluate the given options

Now, let's evaluate the given options: a) The pitch of the sound of the horn changes continuously: This is incorrect because the change in the observed frequency is due to the Doppler effect, not an inherent change in the pitch of the sound produced by the horn. b) The intensity of the observed sound changes continuously: This is incorrect because the intensity of the sound may change, but it is not directly related to the change in perceived frequency. c) You are not standing directly in the path of the moving car: This is also incorrect because the location of the observer does not affect the change in the observed frequency due to the Doppler effect. d) Of all the above reasons: This is incorrect because none of the options provided are the correct reason for the change in the observed frequency. The correct reason is the Doppler effect, which is not listed among the options. #Conclusion# In conclusion, none of the options provided in the exercise are the correct reason for the continuous change in the frequency of the sound heard as the car passes by the person. The correct reason is the Doppler effect.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Sound Waves
When you hear the horn of a car, what you are actually detecting are sound waves. These waves are created by vibrations and they travel through the air to reach your ears. Sound waves are longitudinal, which means they compress and expand as they move.

Think of sound waves like ripples in a pond when a stone is dropped. They spread outwards from the source (the horn in this case) until they reach the listener. Here’s a breakdown of how sound waves work:
  • Sound waves have frequency, which determines the pitch of the sound you hear. Higher frequencies sound higher pitched, and lower frequencies sound lower pitched.
  • The speed of sound in air is approximately 343 meters per second. This means, depending on distance, there can be a delay before you hear the sound after it is made.
  • Sound waves can bounce off surfaces (reflection), be absorbed by materials (absorption), or pass into different materials (transmission).
Understanding these properties helps explain phenomena like echoes and why you might hear a sound differently depending on your environment.
Frequency Change
The concept of frequency change is central to understanding the Doppler Effect. Frequency itself refers to how many waves pass a point in a second and is measured in Hertz (Hz).

When the source of the sound waves (like a car horn) moves relative to an observer, the frequency of the waves changes. Here's how this frequency change unfolds:
  • As the car approaches, sound waves get compressed because each subsequent wave is emitted from closer than the last, resulting in a higher frequency or pitch.
  • Conversely, as the car moves away, the waves stretch out, creating a lower frequency or pitch as each subsequent wave is emitted from a position further away.
  • This alteration in frequency is not due to any change in the sound being emitted by the car horn but is purely due to the relative motion between the sound source and the observer.
This phenomenon is what makes the horn of a moving car appear to change pitch as it moves past you, from high to low.
Observer Perception
Our perception of sound, especially when in motion, is influenced by the Doppler Effect. For an observer standing still, the changes in frequency as a car approaches and then moves away can be clearly identified.

Here’s how the observer perceives sound:
  • As the car moves closer, the waves reach the observer more frequently, increasing the perceived pitch. It seems like the sound is getting sharper.
  • Once the car passes by, the observer suddenly perceives a drop in pitch as the frequency decreases. It’s like the sound is slowing down or stretching out.
  • This perception is continuous and happens because our ears naturally detect changes in sound frequency, allowing us to distinguish the direction and speed of moving sound sources.
Our brains automatically process these changes, so even if we consciously don't think about it, our ability to perceive these frequency changes helps us navigate the world and react to moving objects.

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Most popular questions from this chapter

A policeman with a very good ear and a good understanding of the Doppler effect stands on the shoulder of a freeway assisting a crew in a 40 -mph work zone. He notices a car approaching that is honking its horn. As the car gets closer, the policeman hears the sound of the horn as a distinct \(\mathrm{B} 4\) tone \((494 \mathrm{~Hz}) .\) The instant the car passes by, he hears the sound as a distinct \(\mathrm{A} 4\) tone \((440 \mathrm{~Hz}) .\) He immediately jumps on his motorcycle, stops the car, and gives the motorist a speeding ticket. Explain his reasoning.

In a suspense-thriller movie, two submarines, \(X\) and Y, approach each other, traveling at \(10.0 \mathrm{~m} / \mathrm{s}\) and \(15.0 \mathrm{~m} / \mathrm{s}\), respectively. Submarine X "pings" submarine Y by sending a sonar wave of frequency \(2000.0 \mathrm{~Hz}\). Assume that the sound travels at \(1500.0 \mathrm{~m} / \mathrm{s}\) in the water. a) Determine the frequency of the sonar wave detected by submarine Y. b) What is the frequency detected by submarine \(X\) for the sonar wave reflected off submarine Y? c) Suppose the submarines barely miss each other and begin to move away from each other. What frequency does submarine Y detect from the pings sent by X? How much is the Doppler shift?

The Moon has no atmosphere. Is it possible to generate sound waves on the Moon?

A meteorite hits the surface of the ocean at a speed of \(8800 \mathrm{~m} / \mathrm{s}\). What are the shock wave angles it produces (a) in the air just before hitting the ocean surface, and (b) in the ocean just after entering? Assume the speed of sound in air and in water is \(343 \mathrm{~m} / \mathrm{s}\) and \(1560 \mathrm{~m} / \mathrm{s}\), respectively.

You are traveling in a car toward a hill at a speed of \(40.0 \mathrm{mph} .\) The car's horn emits sound waves of frequency \(250 \mathrm{~Hz},\) which move with a speed of \(340 \mathrm{~m} / \mathrm{s}\) a) Determine the frequency with which the waves strike the hill. b) What is the frequency of the reflected sound waves you hear? c) What is the beat frequency produced by the direct and the reflected sounds at your ears?

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