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To a stationary man the frequency of a s...

To a stationary man the frequency of a sound source moving towards the man appears to be

A

lower than the original frequency

B

same as the original frequency

C

higher than the original frequency

D

lower as well as higher than the original frequency depending upon the speed of the source.

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The correct Answer is:
To solve the question regarding the frequency of a sound source moving towards a stationary observer, we can follow these steps: ### Step-by-Step Solution: 1. **Understanding the Doppler Effect**: The Doppler effect describes how the frequency of a wave changes for an observer moving relative to the source of the wave. When the source of sound is moving towards the observer, the frequency perceived by the observer increases. **Hint**: Remember that the Doppler effect applies to all types of waves, including sound waves. 2. **Visualizing the Scenario**: Imagine a sound source (like a car horn) moving towards a stationary observer. As the car approaches, it emits sound waves that travel towards the observer. **Hint**: Picture the sound waves as concentric circles (wavefronts) expanding outward from the source. 3. **Wavefronts and Frequency**: As the sound source moves closer, the distance between consecutive wavefronts decreases. This means that more wavefronts reach the observer in a given time period. **Hint**: Think about how the speed of the source affects the spacing of the wavefronts. 4. **Calculating Apparent Frequency**: The apparent frequency (the frequency heard by the observer) is greater than the actual frequency emitted by the source because the observer receives more wavefronts per second. **Hint**: Recall that frequency is defined as the number of wavefronts passing a point per second. 5. **Conclusion**: Since the source is moving towards the observer, the frequency of the sound appears to be higher than the original frequency emitted by the source. **Final Answer**: The frequency of a sound source moving towards a stationary man appears to be **higher than the original frequency**. ### Summary of the Answer: The correct option is that the frequency appears to be higher than the original frequency when the sound source is moving towards the observer.
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