Consider the example below.

enter image description here

In m. 1, the second beat has a G♯, but beat 4 should have a G♮. Does the G♯ used on beat 2 carry over into beat 4? As such, should we specify ♮5 on beat 4? A similar case is shown in m. 2, with the B♮ on beat 2 that comes after a chord with B♭ on beat 1.

I've always considered the above notation to be correct, and that these accidental cancellations are unnecessary. A big part of this assumption is that accidentals only apply to a particular octave (see Does an accidental apply to all octaves?), and since a figured bass doesn't specify octave, we can't assume that the G♯ on the second beat of the above example will be in the same octave as the G♮ on beat 4.

I've recently encountered some examples that explicitly cancel prior accidentals, so I'm looking for a source that clarifies the rule.

  • 1
    I can't understand the dots. It's bass (F) clef, so isn't that 2nd note an E? What am I missing? – Tim Mar 6 at 6:04
  • 2
    @Tim That second note has a G♯ above it on account of the figured bass. But beat 4 should be a C-major triad with a G♮. – Richard Mar 6 at 6:06
  • 1
    Thanks. There's a complete void in my inventory with reference to figured bass. Must have missed the lesson, and have never needed to understand. Now's the time for some homework ! Are all chords diatonic (don't think so)? – Tim Mar 6 at 6:16
  • 2
    With what little I know, but using logic, the accidental should apply only to the chord it's pertinent to. Therefore each bass note produces its own chord with its own particular notes, obviating the need to specify cancelled accidentals. – Tim Mar 6 at 7:38
  • 2
    Please note that he says " I'm looking for a source that clarifies the rule", none of the answers so far have given sources, just opinions that align with what Richard has already said. – user48353 Mar 6 at 22:01

The preliminary question here is what is the purpose of the figured bass.

Originally, it was a working tool understood (to greater or lesser extent) by every performer and composer, and the "rules" included a large component of common sense derived from the style of the music in question. If you try to codify the "rules" precisely, you soon discover that every different national style of music, and even every individual composer and copyist, had his own personal idiosyncrasies - and some of them were also very careless. There is rarely any guarantee that the figures in a manuscript or printed edition were either written or approved by the original composer.

However, if figured bass is now being used as a part of teaching common practice harmony (which is itself anachronistic, since baroque composers didn't write common practice harmony anyway!) then of course there must be some "well defined rules" to ensure that examination questions have "right" and "wrong" answers.

The issue as to whether accidentals only apply to the same octave is irrelevant, since the "rules" for accidentals in the period where figured bass was in common use were different in any case. Almost all modern "urtext" editions silently update this (and other things) to match modern conventions, and you will only see it in facsimiles of old editions and manuscripts.

But with all those caveats, each chord in figured bass is interpreted in isolation from the rest. Nobody in the baroque or early classical period would have ever imagined that the chord on the C in your example could be augmented (with a G sharp) unless that was explicit in the notation, and similarly a "chord" of E G# Bb on the penultimate note would have been just as nonsensical to them, unless it was made explicit. In both cases, the conventional preparation and resolution of such chords (in the voice leading) is contradictory to the surrounding figured bass notation.

There are occasions where cautionary accidentals are useful in figured bass, independent of any "rules" about normal accidentals applying at different octaves, and/or carrying over bar lines. A common example is in recitatives, where each phrase often starts with an abrupt key change, and it is common for a major chord to be followed by a minor chord on the same bass note, or in a different inversion (in the modern sense of that word).

In your example, if the E7 chord was immediately followed by an E minor chord, only an 18th-century optimist would have written E with no figures, and hoped the continuo player was literal-minded enough not to play another E major or E7 chord! A realist would have written E with a natural sign (with an implied "3", if no figure was written) to eliminate any doubt.

To sum up: the "rule" is that the figuring applies to each chord individually, but "cautionary" figuring, like cautionary accidentals, can be helpful to avoid the incorrect assumption that some notation was carelessly omitted.


I've found an answer! I didn't find it in a figured-bass treatise (as I'd hoped), but rather an undergraduate theory textbook. But it aligns with my training and my intuition, so I'm satisfied:

Chromatic alterations in the figured bass apply only to the pitches that lie directly above the chromaticism—they do not carry through the measure.

(from The Complete Musician, 3rd edition, by Steven G. Laitz, page 733)

As such, beat 4 in the original example is C major, not C augmented; the G♯ from the E7 chord earlier in the measure does not carry over. Similarly, beat 2 of the next measure is E major; the B♭ from the preceding Neapolitan is not retained.


It is like guest explains in his answer above. The accidental is applied to the chord over the note where its written.

The progression is:

I - V - I - III - N6 - V - I

Actually we could also expect a I6 instead of III degree but there's no 6 that marks a inversion.

If this chord were III#5 the accidental should have been notated.

So it is a natural III with a perfect 5th.

I've recently encountered some examples that explicitly cancel prior accidentals.

The cancelling of accidentals is facultativ.

The other # is referring to the 3rd that means its a dominant chord.

Your Answer

By clicking “Post Your Answer”, you agree to our terms of service, privacy policy and cookie policy

Not the answer you're looking for? Browse other questions tagged or ask your own question.