Diminished 7th Chord Trainer
Learn how a fully-diminished 7th chord is built one semitone-count at a time — three stacked minor 3rds — then put it to work with two MIDI exercises: playing all 12 diminished 7th chords around the circle of fourths, and a cadential I-V7-vii°7-I progression showing how it functions as a dominant substitute, in every key.
How a diminished 7th chord is built
A fully-diminished 7th chord is a 4-note chord built by stacking three identical minor 3rds on top of a root. Every diminished 7th chord — in any of the 12 keys — is built the exact same way, by counting semitones to the right from a root note:
- Start on the root — the note that names the chord.
- Count 3 semitones to the right to land on the minor 3rd.
- From there, count 3 more semitones to the right (6 semitones from the root) to land on the diminished 5th.
- From there, count 3 more semitones to the right (9 semitones from the root) to land on the diminished 7th.
Try it: pick a root and build the chord step by step
| Chord tone | Note | Semitones from root | MIDI # |
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All 12 diminished 7th chords at a glance
| Chord | Root | +3 semitones → 3rd | +3 semitones → dim 5th | +3 semitones → dim 7th |
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This MIDI exercise plays all 12 diminished 7th chords, one after another, moving around the circle of fourths — each chord's root sits a perfect 4th (5 semitones) above the last one: C → F → B♭ → E♭ → A♭ → D♭ → G♭/F♯ → B → E → A → D → G → back to C. Every chord is played as a full 4-note diminished 7th (root, minor 3rd, diminished 5th, and diminished 7th together) — remember, because of the chord's symmetry, several of these 12 "roots" actually share the exact same four notes.
The 12 chords, in circle-of-fourths order
| # | Chord | Root | 3rd | Dim 5th | Dim 7th |
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Progression in C
| Degree | Chord | Notes |
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