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Note identifier · Reference entry

What chord is C–F–B♭?

The notes C, F, and B♭ spell B♭ Suspended 2nd (B♭sus2) (1st inversion) — B♭ the root, C the 2nd, and F the 5th.

Ranked readings

Every chord these notes can spell, most complete first. The bass note anchors the root-position reading; each candidate maps every note to its scale degree.

B♭ Suspended 2ndB♭sus2Confident

All tones of B♭sus2 are present; the C note is lowest (1st inversion).

DegreeNoteIn this set
1B♭sounding
2Csounding
5Fsounding
F Suspended 4thFsus4Confident

All tones of Fsus4 are present; the C note is lowest (2nd inversion).

DegreeNoteIn this set
1Fsounding
4B♭sounding
5Csounding
C 7sus4C7sus4Likely

root, 4th, and ♭7 of C7sus4 sound; it reads as C7sus4 with the G (5) omitted.

DegreeNoteIn this set
1Csounding
4Fsounding
5Gomitted
♭7B♭sounding
A♭ 6/9A♭6/9Partial

3rd, 6th, and 9th of A♭6/9 sound; it reads as A♭6/9 with the A♭ (1) and E♭ (5) omitted.

DegreeNoteIn this set
1A♭omitted
3Csounding
5E♭omitted
6Fsounding
9B♭sounding
G Minor 11thGm11Partial

♭3, ♭7, and 11th of Gm11 sound; it reads as Gm11 with the G (1), D (5), and A (9) omitted.

DegreeNoteIn this set
1Gomitted
♭3B♭sounding
5Domitted
♭7Fsounding
9Aomitted
11Csounding
D♭ Major 13thD♭maj13Partial

3rd, 7th, and 13th of D♭maj13 sound; it reads as D♭maj13 with the D♭ (1), A♭ (5), E♭ (9), and G♭ (11) omitted.

DegreeNoteIn this set
1D♭omitted
3Fsounding
5A♭omitted
7Csounding
9E♭omitted
11G♭omitted
13B♭sounding

Not these chords

Names these notes are often mistaken for. Each is ruled out because a defining tone of that chord is missing — the note that would make the name true simply is not being played.

Not C9sus4

Not C9sus4: a dominant 9th sus4 C chord needs D as its 9th — D is absent.

Not C11

Not C11: a dominant 11th C chord needs E as its 3rd — E is absent.

Not Cm11

Not Cm11: a minor 11th C chord needs E♭ as its ♭3 — E♭ is absent.

Not C13sus4

Not C13sus4: a dominant 13th sus4 C chord needs A as its 13th — A is absent.

Not Cm11♭5

Not Cm11♭5: a minor 11th ♭5 C chord needs E♭ as its ♭3 and G♭ as its ♭5 — E♭ and G♭ are absent.

How these notes relate

C, F, and B♭ is a voicing of C7sus4 with the G (5th) left out.

The same notes over F in the bass spell Fsus4.

Add D (its 9th) and the set reads as C9sus4.

Set-class analysis

The pitch-class set theory identity of these notes — order- and key-independent, computed from the set itself.

Pitch-class set
{0, 5, 10}
Normal order
[10,0,5]
Prime form
[0,2,7]
Interval vector
<010020>
Forte set class
3-9

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