Three diffrent frequency cause occurance of beat

In summary, the question is asking whether Y is sounding at 260Hz or 252Hz, with a possible error margin of +-4Hz. Similarly, the question is also asking whether Z is sounding at 264Hz or 248Hz, with a possible error margin of +-8Hz. There is no additional information to determine which frequency is correct, so both 260Hz and 252Hz are possible answers for Y.
  • #1
somecelxis
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0


my ans is f Y = 260hz. but the ans is f Y= 252hz . am i wrong? why?
Since X is 256Hz., when sounded with Y 4 beats are produced, so Y is either sounding at 260 or 252Hz (+-4Hz).
When Z is sounded with X, 8 beats are heard, so Z is either 264 or 248Hz.(+-8Hz). my fZ is (264Hz.) now the f Y can be 260 or 252Hz (+-4Hz).
which one to choose?
 

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  • #2
Could be either 252 or 260.
Is there a second part that compares fY with fZ? That would resolve the ambiguity.
 
  • #3
rude man said:
Could be either 252 or 260.
Is there a second part that compares fY with fZ? That would resolve the ambiguity.

no . that's the whole question. so it can be bith 260hz and 252hz?
 
  • #4
somecelxis said:
no . that's the whole question. so it can be bith 260hz and 252hz?

Yes.
 
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  • #5


As a scientist, it is important to always rely on data and evidence to support any claims or conclusions. In this case, the data provided suggests that Y is either sounding at 260 or 252Hz, with a margin of error of +-4Hz. It is possible that your initial answer of 260Hz was based on a different understanding or interpretation of the given information. It is important to carefully analyze and interpret data to ensure accuracy in scientific research. In this case, it would be best to choose the value of 252Hz for Y, as it falls within the given margin of error. However, further experimentation and analysis may be needed to confirm this answer.
 

1. What is a beat in terms of frequency?

A beat is a perceptual phenomenon that occurs when two sounds with slightly different frequencies are played together. It is the result of the interference between the two frequencies, causing fluctuations in the perceived loudness of the sound.

2. How do three different frequencies cause the occurrence of a beat?

When three different frequencies are played together, they create a complex wave with multiple peaks and dips. The peaks and dips of the waves from each frequency will overlap and interact, resulting in the perception of a beat frequency. This beat frequency is the difference between the two closest frequencies.

3. What is the relationship between the frequencies and the beat frequency?

The beat frequency is equal to the difference between the two closest frequencies. For example, if the three frequencies are 100 Hz, 110 Hz, and 120 Hz, the beat frequency would be 10 Hz (110 Hz - 100 Hz) or 20 Hz (120 Hz - 100 Hz). The closer the frequencies are to each other, the slower the beat frequency will be.

4. Can the occurrence of a beat be controlled by manipulating the frequencies?

Yes, the occurrence of a beat can be controlled by manipulating the frequencies. If the frequencies are adjusted to be closer together, the beat frequency will become slower. On the other hand, if the frequencies are further apart, the beat frequency will become faster. This can be observed by adjusting the tuning of a musical instrument or changing the frequency of a sound wave.

5. Are there any practical applications for understanding the occurrence of beats with three different frequencies?

Yes, understanding the occurrence of beats with three different frequencies has practical applications in various fields. For example, in music, beats can be used to tune instruments and create harmonies. In physics, beats can be used to measure the frequency of a wave. In telecommunications, beats can be used to improve signal quality and reduce interference. Additionally, understanding beats can also aid in improving our understanding of how the human brain perceives and processes sound.

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