Compare chord types from any root
Choose a root note. The Major column is the reference — root, major 3rd, perfect 5th. Every other column highlights the single note it changes or adds relative to that major triad.
Chord types built on C
| Note | Major1 · 3 · 5 | Minor1 · b3 · 5 | Sus21 · 2 · 5 | Sus41 · 4 · 5 | Add91 · 3 · 5 · 9 | Add111 · 3 · 5 · 11 |
|---|---|---|---|---|---|---|
| Root | CR | CR | CR | CR | CR | CR |
| 2nd / 9th | D2changed | D9added | ||||
| 3rd | E3 | Ebb3changed | E3 | E3 | ||
| 4th / 11th | F4changed | F11added | ||||
| 5th | G5 | G5 | G5 | G5 | G5 | G5 |
Notes are spelled by scale degree, so accidentals follow the key (for example C# shows E#, and Eb shows Gb). The 9th and 11th are the 2nd and 4th raised an octave — same note name, stacked above the triad.
How to read the columns
Major → Minor
Drop the 3rd by one semitone. Root and 5th stay put, so a single note is the whole difference between a happy and a sad chord.
Sus2 and Sus4
“Suspended” means the 3rd is replaced — by the 2nd (sus2) or the 4th (sus4). With no 3rd, the chord is neither major nor minor and wants to resolve.
Add9 and Add11
“Add” chords leave the major triad intact and stack one extra colour tone on top — the 9th or the 11th — without the 7th that an extended chord like a 9 or 11 would include.
Why “add”, not “9” or “11”?
A plain C9 or C11 stacks every third up from the root, so it also contains a 7th. Cadd9 and Cadd11 skip the 7th and just append the extension — a brighter, more open sound common in pop and folk.
How chords are built
Chords are built by stacking intervals — usually thirds — above a root. A major third spans 4 semitones; a minor third spans 3. Stack two thirds on a root and you have a triad; keep stacking and you reach the 7th, 9th, 11th, and 13th that fill out the families below.
Spell chords by counting letter names so the notes stay a third apart — C–E–G is a tertian triad, while C–E–F# is not. Every example here uses C as the root; move each note by the same interval to transpose the whole chord to any key.
The four triads
Three-note chords — root, third, fifth — built by stacking two thirds. Which two thirds you stack sets the quality.
Major
Major 3rd + minor 3rd (4 + 3 semitones)
Symbol: C or Cmaj
Minor
Minor 3rd + major 3rd (3 + 4 semitones)
Symbol: Cm or Cmin
Diminished
Minor 3rd + minor 3rd (3 + 3)
Symbol: Cdim or C°
Augmented
Major 3rd + major 3rd (4 + 4)
Symbol: Caug or C+
Swap the third for a 2nd or 4th and you get a suspended chord; drop the third entirely and you get a power chord (root and 5th only). Stack the next third on top for a seventh, then a ninth, and so on — every type in the families below is one of these stacks, sometimes with a tone raised or lowered.
Every chord type, by family
The comparison tool above covers the everyday triads and add chords. Here is the full reference for the chord types String Warrior voices, grouped by family. Each formula is written in scale degrees from the root, so the same recipe transposes to any key. Pick a root below and every symbol and the Notes column re-spell for that key.
Chord formulas spelled on C
Basic
The three-note foundations. A major or minor triad is root, 3rd, and 5th; a power chord drops the 3rd entirely, leaving root and 5th.
| Chord | Symbol | Formula | Notes on C |
|---|---|---|---|
| Major | C | 1 · 3 · 5 | C E G |
| Minor | Cm | 1 · b3 · 5 | C Eb G |
| Power (fifth) | C5 | 1 · 5 | C G |
Seventh
Stack one more third on a triad to add a 7th. The quality of the 3rd and the 7th together name the chord — dominant 7ths use a major 3rd with a flat 7th, major 7ths raise that 7th, and minor 7ths flatten the 3rd.
| Chord | Symbol | Formula | Notes on C |
|---|---|---|---|
| Dominant 7th | C7 | 1 · 3 · 5 · b7 | C E G Bb |
| Major 7th | Cmaj7 · CΔ7 | 1 · 3 · 5 · 7 | C E G B |
| Minor 7th | Cm7 | 1 · b3 · 5 · b7 | C Eb G Bb |
| Minor-major 7th | Cm(maj7) | 1 · b3 · 5 · 7 | C Eb G B |
Diminished & Augmented
These alter the 5th. Diminished chords flatten it (and often a 7th on top); augmented chords raise it. The half-diminished 7th (m7b5) is the workhorse of minor-key ii chords.
| Chord | Symbol | Formula | Notes on C |
|---|---|---|---|
| Diminished | Cdim · C° | 1 · b3 · b5 | C Eb Gb |
| Diminished 7th | Cdim7 · C°7 | 1 · b3 · b5 · bb7 | C Eb Gb Bbb |
| Half-diminished 7th | Cm7b5 · Cø7 | 1 · b3 · b5 · b7 | C Eb Gb Bb |
| Augmented | Caug · C+ | 1 · 3 · #5 | C E G# |
| Augmented 7th | Caug7 · C7#5 | 1 · 3 · #5 · b7 | C E G# Bb |
| Major 7th #5 | Cmaj7#5 | 1 · 3 · #5 · 7 | C E G# B |
| Minor 7th #5 | Cm7#5 | 1 · b3 · #5 · b7 | C Eb G# Bb |
Suspended
The 3rd is replaced by the 2nd or the 4th, so the chord is neither major nor minor. Sevenths, ninths, sixths, and thirteenths can all be built on top of a suspension.
| Chord | Symbol | Formula | Notes on C |
|---|---|---|---|
| Suspended 2nd | Csus2 | 1 · 2 · 5 | C D G |
| Suspended 4th | Csus4 | 1 · 4 · 5 | C F G |
| Dominant 7th sus2 | C7sus2 | 1 · 2 · 5 · b7 | C D G Bb |
| Dominant 7th sus4 | C7sus4 | 1 · 4 · 5 · b7 | C F G Bb |
| Dominant 9th sus4 | C9sus4 | 1 · 4 · 5 · b7 · 9 | C F G Bb D |
| Major 7th sus2 | Cmaj7sus2 | 1 · 2 · 5 · 7 | C D G B |
| Major 7th sus4 | Cmaj7sus4 | 1 · 4 · 5 · 7 | C F G B |
| Sixth sus2 | C6sus2 | 1 · 2 · 5 · 6 | C D G A |
| Sixth sus4 | C6sus4 | 1 · 4 · 5 · 6 | C F G A |
| Thirteenth sus4 | C13sus4 | 1 · 4 · 5 · b7 · 9 · 13 | C F G Bb D A |
Sixth
Add a 6th above the triad instead of a 7th for a softer, more open colour. Fold in the 9th too and you get the lush six-nine voicing.
| Chord | Symbol | Formula | Notes on C |
|---|---|---|---|
| Major 6th | C6 | 1 · 3 · 5 · 6 | C E G A |
| Minor 6th | Cm6 | 1 · b3 · 5 · 6 | C Eb G A |
| Six-nine | C6/9 | 1 · 3 · 5 · 6 · 9 | C E G A D |
| Minor six-nine | Cm6/9 | 1 · b3 · 5 · 6 · 9 | C Eb G A D |
Ninth & Extended
An add9 stacks the 9th straight onto a triad with no 7th. A full ninth chord keeps the 7th underneath the 9th, and its flavour (dominant, major, or minor) follows the 3rd and 7th just like the seventh chords do.
| Chord | Symbol | Formula | Notes on C |
|---|---|---|---|
| Add 9 | Cadd9 | 1 · 3 · 5 · 9 | C E G D |
| Minor add 9 | Cm(add9) | 1 · b3 · 5 · 9 | C Eb G D |
| Dominant 9th | C9 | 1 · 3 · 5 · b7 · 9 | C E G Bb D |
| Major 9th | Cmaj9 | 1 · 3 · 5 · 7 · 9 | C E G B D |
| Minor 9th | Cm9 | 1 · b3 · 5 · b7 · 9 | C Eb G Bb D |
| Minor-major 9th | Cm(maj9) | 1 · b3 · 5 · 7 · 9 | C Eb G B D |
Eleventh
A full 11th chord stacks all the thirds up to the 11th. By convention a plain dominant 11 drops the major 3rd to avoid the harsh half-step clash with the 11th. The add11 and 7add11 forms instead keep the 3rd and skip the 9th.
| Chord | Symbol | Formula | Notes on C |
|---|---|---|---|
| Add 11 | Cadd11 | 1 · 3 · 5 · 11 | C E G F |
| Eleventh | C11 | 1 · 5 · b7 · 9 · 11 | C G Bb D F |
| Minor 11th | Cm11 | 1 · b3 · 5 · b7 · 9 · 11 | C Eb G Bb D F |
| Major 11th | Cmaj11 | 1 · 3 · 5 · 7 · 9 · 11 | C E G B D F |
| Minor-major 11th | Cm(maj11) | 1 · b3 · 5 · 7 · 9 · 11 | C Eb G B D F |
| Dominant 7th add 11 | C7add11 | 1 · 3 · 5 · b7 · 11 | C E G Bb F |
| Major 7th add 11 | Cmaj7add11 | 1 · 3 · 5 · 7 · 11 | C E G B F |
| Minor 7th add 11 | Cm7add11 | 1 · b3 · 5 · b7 · 11 | C Eb G Bb F |
| Minor-major 7th add 11 | Cm(maj7)add11 | 1 · b3 · 5 · 7 · 11 | C Eb G B F |
Thirteenth
The largest tertian stack. A true 13th chord implies the 9th (and usually omits the 11th in practice); the add13 forms append only the 13th to a seventh chord, keeping things lean.
| Chord | Symbol | Formula | Notes on C |
|---|---|---|---|
| Thirteenth | C13 | 1 · 3 · 5 · b7 · 9 · 13 | C E G Bb D A |
| Minor 13th | Cm13 | 1 · b3 · 5 · b7 · 9 · 13 | C Eb G Bb D A |
| Major 13th | Cmaj13 | 1 · 3 · 5 · 7 · 9 · 13 | C E G B D A |
| Dominant 7th add 13 | C7add13 | 1 · 3 · 5 · b7 · 13 | C E G Bb A |
| Major 7th add 13 | Cmaj7add13 | 1 · 3 · 5 · 7 · 13 | C E G B A |
| Minor 7th add 13 | Cm7add13 | 1 · b3 · 5 · b7 · 13 | C Eb G Bb A |
| Minor-major 7th add 13 | Cm(maj7)add13 | 1 · b3 · 5 · 7 · 13 | C Eb G B A |
Sharp 11 (Lydian)
Raising the 11th to a #11 sidesteps the clash with the major 3rd and adds the bright, floating Lydian colour heard all over film scores and fusion.
| Chord | Symbol | Formula | Notes on C |
|---|---|---|---|
| Dominant 7th #11 | C7#11 | 1 · 3 · 5 · b7 · #11 | C E G Bb F# |
| Major 7th #11 | Cmaj7#11 | 1 · 3 · 5 · 7 · #11 | C E G B F# |
| Dominant 9th #11 | C9#11 | 1 · 3 · 5 · b7 · 9 · #11 | C E G Bb D F# |
Altered
Dominant 7th chords with a sharpened or flattened 5th and/or 9th. These tension-rich voicings pull hard toward a resolution and are the backbone of jazz turnarounds.
| Chord | Symbol | Formula | Notes on C |
|---|---|---|---|
| Dominant 7th b5 | C7b5 | 1 · 3 · b5 · b7 | C E Gb Bb |
| Major 7th b5 | Cmaj7b5 | 1 · 3 · b5 · 7 | C E Gb B |
| Dominant 7th b9 | C7b9 | 1 · 3 · 5 · b7 · b9 | C E G Bb Db |
| Dominant 7th #9 | C7#9 | 1 · 3 · 5 · b7 · #9 | C E G Bb D# |
| Minor 7th b9 | Cm7b9 | 1 · b3 · 5 · b7 · b9 | C Eb G Bb Db |
| Dominant 9th b5 | C9b5 | 1 · 3 · b5 · b7 · 9 | C E Gb Bb D |
| Dominant 9th #5 | C9#5 | 1 · 3 · #5 · b7 · 9 | C E G# Bb D |
| Thirteenth b9 | C13b9 | 1 · 3 · 5 · b7 · b9 · 13 | C E G Bb Db A |
| Augmented 7th b9 | Caug7b9 · C7#5b9 | 1 · 3 · #5 · b7 · b9 | C E G# Bb Db |
| Augmented 7th #9 | Caug7#9 · C7#5#9 | 1 · 3 · #5 · b7 · #9 | C E G# Bb D# |
Want to play these shapes? Each chord type links through to fingerings on the guitar chord library and other instruments. For how the stacks are built interval by interval, see how chords are built above.
Related on String Warrior
Explore related theory, then play these shapes on your instrument.
Chord types FAQ
- How are chords built?
- By stacking intervals — usually thirds — above a root note. Two stacked thirds make a triad (root, 3rd, 5th); stacking further thirds adds the 7th, 9th, 11th, and 13th. The size of each third (major = 4 semitones, minor = 3) and any raised or lowered tones decide the chord’s quality and name. Because the recipe is measured in intervals, the same formula works from any root.
- What is the difference between a major and minor chord?
- Only the 3rd. A major triad is root, major 3rd, and perfect 5th; a minor triad lowers that 3rd by one semitone to a minor 3rd. The root and 5th are identical, so flattening a single note is all it takes to switch a chord from major to minor.
- What does “sus” mean in a chord like sus2 or sus4?
- Suspended. The 3rd is removed and replaced by another note — the major 2nd in a sus2 or the perfect 4th in a sus4. Because there is no 3rd, a sus chord sounds neither major nor minor and usually resolves back to a regular triad.
- How is an add9 chord different from a 9 chord?
- An add9 keeps the plain major triad and adds the 9th on top, with no 7th. A 9 chord (like C9) stacks thirds all the way up and therefore also contains a 7th. Add chords sound more open; full extended chords sound richer and more jazzy.
- Are the 9th and 11th the same notes as the 2nd and 4th?
- They are the same note names — the 9th is the 2nd raised an octave and the 11th is the 4th raised an octave. The different number signals that the note sits above the triad as an extension rather than inside it.
- Do these chord formulas work for any root note?
- Yes. Every formula is measured in intervals from the root, so the same pattern transposes to all twelve roots. Pick any note in the table above and the columns recompute the correct spelling for that key.
- What is the difference between the three kinds of seventh chord?
- It comes down to the 3rd and the 7th. A dominant 7th (C7) pairs a major 3rd with a flat 7th; a major 7th (Cmaj7) raises that 7th a semitone; and a minor 7th (Cm7) flattens the 3rd while keeping the flat 7th. A minor-major 7th keeps the flat 3rd but raises the 7th — a darker, more cinematic sound.
- Why does an eleventh chord usually leave out the 3rd?
- In a dominant 11th the major 3rd sits a semitone below the 11th, and that clash sounds muddy. Players typically drop the 3rd so the chord rings clearly as a 1–5–b7–9–11 stack. If you want the 3rd and the fourth-degree colour together, raise the 11th to a #11 or use an add11 voicing instead.
- What makes a chord “altered”?
- An altered chord is a dominant 7th whose 5th and/or 9th has been sharpened or flattened — for example 7b9, 7#9, 7b5, or 7#5. Those raised and lowered tensions create strong pull toward the chord a fourth above, which is why altered dominants are everywhere in jazz turnarounds.