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Note Frequency Reference

Look up the frequency of any musical note.

Hz
A4 frequency
440.00
Hz · MIDI note 69

Equal-temperament reference (A4 = 440 Hz)

NoteOctave 1Octave 2Octave 3Octave 4Octave 5Octave 6Octave 7
C32.7065.41130.81261.63523.251046.502093.00
C# / Db34.6569.30138.59277.18554.371108.732217.46
D36.7173.42146.83293.66587.331174.662349.32
D# / Eb38.8977.78155.56311.13622.251244.512489.02
E41.2082.41164.81329.63659.261318.512637.02
F43.6587.31174.61349.23698.461396.912793.83
F# / Gb46.2592.50185.00369.99739.991479.982959.96
G49.0098.00196.00392.00783.991567.983135.96
G# / Ab51.91103.83207.65415.30830.611661.223322.44
A55.00110.00220.00440.00880.001760.003520.00
A# / Bb58.27116.54233.08466.16932.331864.663729.31
B61.74123.47246.94493.88987.771975.533951.07

Frequencies in hertz. The standard concert reference is A4 = 440 Hz; some orchestras tune slightly higher (442–443 Hz) or use historical pitches.

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How to use Note Frequency Reference

What this tool does

This note frequency reference converts between musical note names and their frequencies in hertz. Pick a note and an octave — A4, middle C, F sharp 2, anything you like — and the tool shows its exact frequency in equal temperament, along with its MIDI note number. A reverse mode does the opposite: type in a frequency and it returns the nearest note plus how many cents sharp or flat your value is. You can play any tone through your speakers to hear it, and a full reference table lists every note across seven octaves.

The reference pitch is adjustable. The standard A4 = 440 Hz is the default, but you can move it anywhere from 390 to 480 Hz to match an orchestra that tunes high, a period ensemble that tunes low, or any other pitch standard. Every figure recalculates the moment you change it.

When you would use it

Instrument builders, repairers and tuners need exact target frequencies to set strings, reeds, bars and pipes. Audio engineers and synthesizer programmers look up frequencies to tune oscillators, place filters and identify the pitch of a hum or a resonance. Students and teachers use it to understand how the mathematics of equal temperament produces the notes we hear, and to check that a note they have calculated by hand is right. Anyone working with electronic tones — testing speakers, generating reference pitches, calibrating a tuner — reaches for a table like this. Reverse mode is handy when a piece of software or a measurement gives you a raw frequency and you want to know which note it is closest to.

How to use it

  1. Choose the lookup direction: note to frequency, or frequency to note.
  2. Set the reference pitch if you are not using the standard 440 Hz — most users can leave it alone.
  3. In note mode, pick a note name and an octave. The frequency, in hertz, appears immediately.
  4. In frequency mode, type a frequency in hertz. The nearest note and the cents offset appear.
  5. Press Play tone to hear the pitch through your speakers or headphones.
  6. Scroll the reference table to compare frequencies across all seven octaves; your current selection is highlighted.

How it works

Equal temperament splits the octave into twelve equal semitones. Each semitone multiplies the frequency by the twelfth root of two — about 1.0595 — so a note twelve semitones up is exactly double the frequency, one octave higher. Every note’s frequency is therefore the reference pitch multiplied by two raised to the number of semitones from A4, divided by twelve. Octaves in scientific pitch notation are numbered so that middle C is C4 and the reference A is A4. The reverse calculation runs the formula backwards with a logarithm to find how many semitones — and how many leftover cents — a frequency lies from the reference.

To tune a real instrument to these targets by ear, use the guitar tuner. To see which notes form a scale, the piano scale reference lays them out on a keyboard, and the metronome and drum practice click keep your practice in time. The Pomodoro timer helps structure longer sessions, and the audio trimmer edits clips in the browser.

Privacy

Every conversion here is arithmetic carried out by JavaScript in your browser. Nothing you enter — no note, no frequency, no reference pitch — is uploaded, logged or stored between visits. The tones you play are generated locally by the Web Audio API; the tool never opens your microphone. Closing the tab clears all input, and because the maths and the data are bundled into the page, the reference works fully offline once loaded. It runs entirely on your own device.

Frequently asked questions

Why is A4 set to 440 Hz, and can I change it?
A4 — the A above middle C — at 440 Hz is the modern international standard concert pitch, and almost all electronic instruments, tuners and recordings assume it. But it is a convention, not a law of nature. Some orchestras tune brighter, often to 442 or 443 Hz, and historical or period-instrument performances may use much lower pitches such as 415 Hz. This tool lets you set the reference between 390 and 480 Hz; every frequency in the result and the table recalculates instantly, so you can work in whatever pitch standard your situation needs.
What is equal temperament, and is it the only tuning?
Equal temperament divides the octave into twelve exactly equal steps, so the frequency ratio between any two adjacent semitones is the same — the twelfth root of two. It is the standard tuning for pianos and almost all modern music because it lets you play in any key without re-tuning. It is not the only system: just intonation and other historical temperaments tune intervals to pure whole-number ratios, which sound smoother in one key but worse in others. The frequencies here are all equal-tempered, the practical choice for nearly all musicians today.
What does the cents value in reverse mode mean?
A cent is one hundredth of a semitone, so there are 1200 cents in an octave. When you enter a frequency, reverse mode finds the nearest equal-tempered note and tells you how many cents away your frequency sits. Zero means it lands exactly on a note. A positive value means your frequency is that many cents sharp; a negative value means it is flat. Trained ears can hear a difference of about five cents, so a reading within a few cents is, for practical purposes, in tune.
Is anything I enter sent to a server or saved?
No. Every calculation — note to frequency, frequency to note, and the whole reference table — is plain arithmetic done by JavaScript in your browser. Nothing you type is uploaded, nothing is logged, and nothing is stored between visits. The tones you play are synthesised locally by the Web Audio API; the tool never uses your microphone. Closing the tab clears everything. The reference works fully offline once the page has loaded.
How is the frequency of a note actually calculated?
Every note is a fixed number of semitones from the A4 reference. Each semitone multiplies the frequency by the twelfth root of two, roughly 1.0595. So a note n semitones above A4 has a frequency of the reference times two raised to the power of n divided by twelve; notes below A4 use a negative n. Octaves are the simple case: going up an octave is twelve semitones, which exactly doubles the frequency. This tool applies that formula for every note in scientific pitch notation, where middle C is C4.

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