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Minor Chord Variations

First form

The first form chords are again shown at the third fret, making these G chords. Notice also the small "m" in the chord names - a small "m" means "minor". while a capital "M" means "major".


<-- Peghead                                    Body -->

Gm (G Minor)




Gm7 (G Minor Seventh)

          or         


Gm6 (G Minor Sixth)

          or         


Gm7-9 (G Minor Seventh-Ninth)





Discussion of the patterns

The minor chord variations work very much like the major chord variations, in that additional notes are added to the fundamental three of the minor chord to form the variations - either the seventh note, the sixth, or the ninth. For the minor chord, the minor scale is used, so the seventh note is that from the minor scale, which is 2 frets down from the root note. (This is the same as the flatted seventh used in the major chord variation.)


Second form

The second form chords are shown at the third fret, making these C chords.

Cm (C Minor)




Cm7 (C Minor Seventh)

          or         


Cm6 (C Minor Sixth)


Cm9 (C Minor Ninth)




Cm7-9 (C Minor Seventh-Ninth)





Discussion of the patterns

Again, we're just adding notes to the fundamental three.

One thing to note is in the minor ninth chords - these are identical to the major ninth chords! This is because the ninth note (which as discussed before is the second note) is added by moving the third note of the scale (on the second string) down one fret. Thus the third note is replaced by the second (ninth) note. But in the second form, the third note on the second string is the only third note in the chord. When it's replaced by the ninth note, there's no third note left. Since it's the third note that differentiates the major and minor chords, the major and minor ninth chords become the same. This leads to ambiguity in the ninth chord - it sounds neither major nor minor, which gives it an interesting feel.



Third form

The third form minor chords aren't as useful as the other two forms, so they're not shown here.



      
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