Two tuning forks are producing sounds of wavelength

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Homework Help Overview

The discussion revolves around calculating the number of beats produced by two tuning forks with different wavelengths, specifically 36.0 cm and 33.8 cm. The subject area is acoustics and wave phenomena.

Discussion Character

  • Exploratory, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the relationship between wavelength and frequency, noting the formula for frequency as the speed of sound divided by wavelength. There is an initial uncertainty about the information needed to solve the problem.

Discussion Status

Some participants have provided calculations for the frequencies based on the given wavelengths and the speed of sound. A numerical result for the beats per second has been proposed, but the discussion does not confirm this result as final.

Contextual Notes

There is mention of needing the speed of sound to proceed with the calculations, indicating that this is a key assumption in the problem setup.

merlos
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Two tuning forks are producing sounds of wavelength 36.0 cm and 33.8 cm simultaneously. How many beats do you hear each second?



I know that the # of beats/sec heard is equal to the difference of frequency 2 and 1. Frequency = 1/T = v/lambda.



Don't feel that I have enough information
 
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Start by figuring out the frequencies of those sounds. Hint: You'll need the speed of sound.
 
Okay, so the speed of sound v=345 m/s
F1 = 345m/s / .36m
=958 Hz

F2 = 345m/s / .338m
=1020.7 Hz

so then beats/second = 1020.7-958??
=63 beats/second
 
Sounds about right.
 

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