Another Beat Frequency Question

AI Thread Summary
To determine the possible frequencies of a guitar string when twelve beats are heard in two seconds against a 440 Hz tuning fork, the beat frequency is calculated as 6 Hz. This means the string's frequency could be either 434 Hz or 446 Hz. When the string is tightened, the beat frequency decreases, indicating that the string's frequency is moving closer to 440 Hz. Therefore, the original frequency of the string is likely 434 Hz, as tightening it would increase the frequency towards 440 Hz. Understanding beat frequencies helps clarify the relationship between the frequencies of two sound sources.
Alain12345
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I have another beat frequency question. I understand how to get the possible frequencies of a string or tuning fork, but I don't know how to determine which one is the original frequency.

When a guitar string is sounded against a 440 Hz tuning fork, twelve beats are heard in two seconds.
a) What are the possible frequencies of the string?
b) If the person tightens the string, the beat frequency decreases. What then is the original frequency of the string, and why?
 
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So, I assume you know \#beats = |f_1 - f_2|:

Since the beat frequency decreases f_1[/itex] and f_2 must approach each other. If this is the case, which one would you pick?
 
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