b2KIT

Musical Note Frequency Tuner

Play reference tones for musical notes using Web Audio API with tuning standard adjustment (A4 = 440Hz).

Tested tool guide Tested browser tools Checked August 16, 2026

What Musical Note Frequency Tuner does, with a checked example

Most things labeled 'tuner' listen to you; this one plays for you. Pick a note and it sounds that pitch as a steady reference tone, so you can match an instrument or voice by ear. Every frequency comes from the equal-tempered scale anchored to one number, the A4 tuning standard (440 Hz by default); raise or lower that anchor and every note rescales by the same ratio. The easy surprise is the octave: A3, A4, and A5 sound 220, 440, and 880 Hz, doubling at each octave, so reading the octave number on the note you select is half the battle.

Worked example

A concrete input and expected output from the current implementation.

Input

Select note E4 (the guitar's first string) with the tuning standard left at A4 = 440 Hz.

Expected output

A steady reference tone at 329.63 Hz.

E4 is five semitones below A4, and each equal-tempered semitone is a factor of 2^(1/12), about 1.0595, so the pitch is 440 / 2^(5/12) = 329.63 Hz. Raise the standard to 442 Hz and the same note sounds 331.13 Hz, because every note scales by the ratio 442/440.

How the result is produced

1

One anchor, twelve semitones

The page computes every note from the formula f = 440 * 2^((n-69)/12), where n is the MIDI note number of the selected pitch and 440 is the A4 standard. An octave doubles the frequency: A4 = 440 Hz, A5 = 880 Hz, A3 = 220 Hz. Each of the twelve semitones in between multiplies the frequency by 2^(1/12), about 1.0595. The tone is generated locally in the browser via the Web Audio API.

2

The standard is a ratio, not a single target

Choosing A4 = 442 Hz multiplies every note by 442/440 = 1.0045, about 7.85 cents sharper, a pitch many orchestras tune to; choosing 415 Hz, the baroque pitch, multiplies by 415/440 = 0.9432, about 101 cents, just over a semitone flatter than 440. The multiplier is uniform, so A2 moves by the same proportion as A6 even though the hertz change differs (0.5 Hz versus 8 Hz at 442).

Good uses

  • Tuning a guitar, violin, or ukulele by ear: play the reference for each string and match the pitch. Standard guitar tuning at A4 = 440 needs E2 (82.41 Hz), A2 (110.00 Hz), D3 (146.83 Hz), G3 (196.00 Hz), B3 (246.94 Hz), and E4 (329.63 Hz).
  • Checking the starting pitch of a passage you cannot name: if the music begins on a particular note, sound it here first so your instrument or voice lands on the right frequency, then compare the two until any difference disappears.
  • Ear training and pitch memory: play middle C (C4, 261.63 Hz) or a chosen interval repeatedly until its sound is internalized, or set the standard to 432 Hz (about 32 cents below 440) to hear how alternate tunings shift every note.

Limits and checks

  • It plays, it does not listen. This is a tone generator: matching your instrument to the reference happens by ear. Nothing here measures how many cents you are sharp or flat, so it cannot confirm a tuning the way an electronic tuner does.
  • Cents are ratios; hertz are differences. One cent is a multiplier of 1.0005778, so its size in hertz depends on pitch: about 0.25 Hz at A4 but only about 0.06 Hz at A2 (110 Hz). A 1 Hz error at A4 is roughly 3.9 cents, while the same 1 Hz at A2 is roughly 15.7 cents, so compare pitches in cents rather than raw hertz.
  • Watch the octave number. A3, A4, and A5 sound 220, 440, and 880 Hz, so picking the wrong octave of the note you are tuning puts you a factor of two away, which the ear can mistake for 'close'. Always select the octave of the actual string, key, or voice you are matching.

Common questions

Why does my tuner app or another instrument not agree exactly with the tone I hear?

The reference here is mathematically exact for the equal-tempered scale at the standard you selected. If the instrument tunes to a different standard (many orchestras use 442 Hz) it will sit about 7.85 cents sharper than a 440 reference. Pianos also use stretch tuning in the outer octaves, and tuner apps may default to another standard. A small systematic offset is expected; a large one is usually a wrong octave.

Can I tune a guitar with this, and which notes do I need?

Yes. Standard tuning at A4 = 440 is E2, A2, D3, G3, B3, and E4, sounding 82.41, 110.00, 146.83, 196.00, 246.94, and 329.63 Hz. Play each string's note here and adjust the peg until your string matches. As you get close you will hear a slow wavering called beating that disappears at exactly the same frequency. What the tool will not do is tell you which way to turn the peg.

References and verification

The example and behavioral notes were checked against the browser implementation. Standards and primary references below define the relevant format, formula, or platform behavior.

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