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Which Triad

Knowing your triads is the easy part. Knowing which one to play over the chord in front of you is the question — and it has a numerical answer.

Count how many of a triad’s three notes are chord tones. That single number tells you where it sits, from fully inside to fully outside. In every seven-note collection the seven triads rank the same way: 3, 3, 2, 2, 1, 1, 0. Exactly one has no chord tones at all — and that one is always the three extensions.

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    Seven triads, ranked

    Over Fm7 (F A♭ C E♭), using F Dorian. Every triad below is built from that collection, so none of them is a wrong note. They differ only in how much of the chord they contain.

    TriadNotesInOver Fm7
    A♭ majorA♭ C E♭♭3 5 ♭7
    F minorF A♭ C1 ♭3 5
    C minorC E♭ G5 ♭7 9
    D diminishedD F A♭13 1 ♭3
    B♭ majorB♭ D F11 13 1
    E♭ majorE♭ G B♭♭7 9 11
    G minorG B♭ D9 11 13

    The top

    A♭ major and F minor are both three for three. Everything they contain is already in the chord.

    The bottom

    G minor shares nothing with the chord. Read it as degrees and you get 9, 11, 13 — the three extensions, and nothing else.

    It is always the same ranking

    252 collection-and-chord pairs tested across Dorian, melodic minor and major, in all twelve keys. Every one produced 3–3–2–2–1–1–0.

    Each chord tone is the root of one diatonic triad, the third of another, and the fifth of a third — so it gets counted exactly three times. Four chord tones, counted three times each, is twelve. Twelve spread over seven triads, none holding more than three, only fits one way.

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      Every musical example in the guide is original. The triads, chord-tone counts, degrees and the ranking itself were computed and checked rather than recalled. No melody or transcription of any copyrighted composition is reproduced. More lessons, play-alongs and practice tools at fretprints.com.