Hi Guitarists
After posting about how Major chords are formed from the Major scales I’ve received requests to do the same thing for Minor scale chords.
Natural Minor
Let’s us the A Minor (natural) key as an example:
The scale of A Minor is A B C D E F G
The chords of Am are: A minor B diminished C major D minor E minor F major G major
From this we are able to determine that the formula for finding chords in a Minor scale is:
1 = minor, 2 = diminished, 3 = major, 4 = minor, 5 = minor, 6 = major, 7 = major
Therefore for example if we use the scale of E Minor: E F# G A B C D and apply the formula the chords we get for E Minor are:
E minor, F# diminished, G major, A minor, B minor, C major, D major
Harmonic Minor
Let’s us the A Harmonic Minor key as an example:
The scale of A Harmonic Minor is A B C D E F G#
The chords of A Harmonic Minor are: A minor B diminished C augmented D minor E major F major G# diminished
From this we are able to determine that the formula for finding chords in a Minor scale is:
1 = minor, 2 = diminished, 3 = augmented, 4 = minor, 5 = major, 6 = major, 7 = #diminished
Therefore for example if we use the scale of E Harmonic Minor: E F# G A B C D# and apply the formula the chords we get for E Melodic Minor are:
E minor, F# diminished, G augmented, A minor, B major, C major, D# diminished
Melodic Minor
Let’s us the A Melodic Minor key as an example:
The scale of A Melodic Minor is A B C D E F# G#
The chords of A Melodic Minor are: A minor B minor C augmented D major E major F# diminished G# diminished
From this we are able to determine that the formula for finding chords in a Minor scale is:
1 = minor, 2 = minor, 3 = augmented, 4 = major, 5 = major, 6 = #diminished, 7 = #diminished
Therefore for example if we use the scale of E Harmonic Minor: E F# G A B C# D# and apply the formula the chords we get for E Harmonic Minor are:
E minor, F# diminished, G augmented, A major, B major, C# diminished, D# diminished
Hope this helps
Mike
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