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Note identifier · Reference entry

What chord is C–E–G–B?

The notes C, E, G, and B spell C Major 7th (Cmaj7) — C the root, E the 3rd, G the 5th, and B the 7th.

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.

C Major 7thCmaj7Confident

Every tone of Cmaj7 is present, with C in the bass — the definitive reading.

DegreeNoteIn this set
1Csounding
3Esounding
5Gsounding
7Bsounding
A Minor 9thAm9Likely

♭3, 5th, ♭7, and 9th of Am9 sound; it reads as Am9 with the A (1) omitted.

DegreeNoteIn this set
1Aomitted
♭3Csounding
5Esounding
♭7Gsounding
9Bsounding
D 13sus4D13sus4Partial

4th, ♭7, 9th, and 13th of D13sus4 sound; it reads as D13sus4 with the D (1) and A (5) omitted.

DegreeNoteIn this set
1Domitted
4Gsounding
5Aomitted
♭7Csounding
9Esounding
13Bsounding

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 Cmaj9

Not Cmaj9: a major 9th C chord needs D as its 9th — D is absent.

Not Cmaj7♯11

Not Cmaj7♯11: a major 7♯11 C chord needs F♯ as its ♯11 — F♯ is absent.

Not Cmaj7♯5

Not Cmaj7♯5: a major 7♯5 C chord needs G♯ as its ♯5 — G♯ is absent.

Not Cmaj7♭5

Not Cmaj7♭5: a major 7♭5 C chord needs G♭ as its ♭5 — G♭ is absent.

Not Em7♯5

Not Em7♯5: a minor 7♯5 E chord needs D as its ♭7 — D is absent.

How these notes relate

C, E, G, and B is a voicing of Am9 with the A (root) left out.

Add D (its 9th) and the set reads as Cmaj9.

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, 4, 7, 11}
Normal order
[11,0,4,7]
Prime form
[0,1,5,8]
Interval vector
<101220>
Forte set class
4-20

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