How to Determine Frequencies & Wavelengths of Musical Notes in Air?

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Homework Help Overview

The discussion revolves around determining the frequencies and wavelengths of specific musical notes in air, specifically A (440.0 Hz) and C (523.3 Hz). The original poster indicates that the given frequencies are not the answers they are seeking.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants explore the relationship between frequency, wavelength, and velocity, questioning the validity of the given frequencies. Some express confusion regarding the context of the frequencies, particularly whether they pertain to air and if any temperature conditions were specified.

Discussion Status

The discussion is active, with participants questioning the assumptions made about the frequencies and the medium. Some guidance has been offered regarding the interpretation of the notes and the use of octaves, but there is no explicit consensus on how to proceed with the problem.

Contextual Notes

There is mention of potential missing information and the implications of using frequencies that may not correspond to the expected values in air. The original poster is also concerned about limited attempts for their online homework.

ryty
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Homework Statement


Find the frequencies and wavelengths (in air) of these notes.
A(440.0 Hz)
C(523.3 Hz)
the given frequencies are not the answers


Homework Equations


velocity=frequency*wavelength


The Attempt at a Solution


343m/s=440Hz/wavelength
wavelength=.780 m
this isn't right, and i only have 5 chances for my online hw, so i didnt want to waste this equation on the the other problem

i also have know idea how to find the frequency, if it's given, but it isn't right
 
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There's either missing information, or the problem doesn't make sense. How can the given frequencies not be the answers? What medium are the frequencies given FOR, if not air? Were any temperatures mentioned?

BTW, your equation velocity=frequency*wavelength is correct. However, you then used 343 m/s=440Hz/wavelength in your solution, which is velocity=frequency/wavelength.
 
This is what is says,
The lowest note on a piano is A, four octaves below the A given in the table. The highest note on a piano is C, four octaves above middle C.
Chromatic Musical Scale
Note Frequency
Middle C 261.7
C#(C-SHARP) D^b(D-flat) 277.2
D 293.7
D#, E^b 311.2
E 329.7
F 349.2
F#,G^b 370.0
G 392.0
G#,A^b 415.3
A 440.0
A#,B^b 466.2
B 493.9
C 523.3
 
It sounds like you are to use the frequency that is 4 octaves below 440 Hz, rather than 440 Hz itself.
 

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