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Sixty Thousand Divided by the Tempo, and Everything Else Is a Fraction

Published 10/8/2026 · 3 min read · Everyday calculators

Antonio Delgado

Antonio Delgado — Traditions & pastimes writer at OneKitly

Symbolism · Calendars

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In short

A tempo in beats per minute is a rate, and turning it into a duration is one division: sixty thousand milliseconds in a minute divided by the beats gives the length of one beat. At 120 BPM that is 60,000 ÷ 120 = 500 ms for a quarter note, and every other value is a fraction of it — an eighth is half at 250 ms, a sixteenth a quarter at 125, a dotted eighth is one and a half eighths at 375, and an eighth-note triplet is two thirds of an eighth at 166.7. At 90 BPM the beat becomes 666.7 ms and the whole table scales with it. Nothing here needs a lookup: one division and a set of simple fractions covers every note value a delay or a sequencer is likely to want.

At 120 BPM a quarter note lasts 500 ms, an eighth 250 and a dotted eighth 375. One division produces the whole table, and the dotted eighth is the one that changed how delay pedals are used.

The dotted eighth is the interesting one

A delay set to a plain eighth repeats on the beat and reinforces what was played. A delay set to a dotted eighth — 375 ms at this tempo — lands between the eighths, so a simple repeated figure comes back as a pattern with more notes in it than were played, and the repeats fall on the gaps rather than on the hits. That is the effect behind a great deal of arena-sized guitar from the eighties onwards, and the reason the setting has its own name in most pedal manuals. It only works while the tempo holds: a piece that speeds up leaves the repeats behind, and the pattern turns into mud within a few bars.

Perfectly synced is not always what is wanted

The calculation gives the value that sits exactly on the grid, and a repeat that sits exactly on the grid disappears into what is already there. Nudging a delay a few milliseconds late leaves the repeat audible as a separate event, which is often the point; nudging it early makes a part feel urgent. The same applies to reverb pre-delay and to any doubled part. Use the computed figure as the centre of a small range to try rather than as the answer, and remember that a live recording has no single tempo to sync to at all — there the delay has to be set by ear against the passage it will accompany.

Duration
120 BPM, in milliseconds
Note valueFraction of a beatDuration
Quarter1500
Dotted eighth3/4375
Eighth1/2250
Eighth triplet1/3166.7
Sixteenth1/4125

Worked with our own calculator

BPM delay time calculator

Given

Tempo (BPM)
240

Result

1/4 note (ms)
250
1/8 note (ms)
125
Dotted 1/8 (ms)
187.5

These figures are produced by the calculator below, not typed in by hand — they are recomputed whenever the tool changes.

Run it on your own figures →

Frequently asked questions

Where does the sixty thousand come from?
Sixty seconds in a minute times a thousand milliseconds in a second. If you would rather work in seconds, divide sixty by the tempo instead — 60 ÷ 120 = 0.5 second per beat, the same answer in different clothes. The constant only exists because delay units are marked in milliseconds; a sequencer that thinks in ticks per quarter note does the same arithmetic against a different denominator and never shows the number at all.
Does the time signature change the answer?
Not the beat length, which depends only on the tempo, but it changes which note value the beat refers to. In a signature with a lower number of eight, the beat is conventionally counted in dotted quarters rather than quarters, so a metronome mark of 120 may mean something different from what this calculation assumes. Check what the tempo marking is attached to — a note symbol usually sits next to the number for exactly this reason — and if it is not a quarter note, convert before dividing.

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