B
Bolar
Guest
I play with some friends once or twice a week, and this question came up, more specifically why we play the minor third over a major type chord. Same question has been seen here from time to time, hence this post......
So how does the minor third fit according to theory? Short answer: It doesn't!
It is often explained, as blues doesn,t fit standard theory, and we are breaking the rules, when playing blues. As for the minor pentatonic, that's not entirely true - the notes in the scale fits standard theory perfectly, only rule broken is when putting a name to those notes.
In blues we play dom7th chords, and the possible extensions to 7th chords are: b9, 9, #9, 11, #11, b13, 13.
In the key of C, that gives us, including chord notes, following notes:
C7: C, Db, D, D#, E, F, F#, G, Ab, A, Bb
F7: F, Gb, G, G#, A, Bb, B C, Db, D, Eb
G7: G, Ab, A, A#, B, C, C#, D, Eb, E, F
When looking at these notes, the following 9 fits all 3 chords: C, Db/C#, D, D#/Eb, F, G, G#/Ab, A, A#/Bb
Notice, that some notes have different names, depending on the chord, but it is still the same note on the fretboard.
You might know the rule, "you can only use a letter once in a scale" , from the major and minor scales.
Applying this rule to the above 9 notes, means getting rid of some of them.
The C, F & G are only choices so we keep those. The D#/Eb is needed for the F7, so Db & D have to go. The A#/Bb is needed for the C7, so Ab & A have to go.
This leaves 5 notes : C, D#/Eb, F, G, A#/Bb.
So over the C7, you can't play the minor 3rd (Eb), but you can play the #9 (D#) and same thing with the G7 - you play A#, not Bb.
For convenience we stick with only one name per note and end up with C, Eb, F, G, Bb, which is the minor pentatonic scale , we all know.
So how does the minor third fit according to theory? Short answer: It doesn't!
It is often explained, as blues doesn,t fit standard theory, and we are breaking the rules, when playing blues. As for the minor pentatonic, that's not entirely true - the notes in the scale fits standard theory perfectly, only rule broken is when putting a name to those notes.
In blues we play dom7th chords, and the possible extensions to 7th chords are: b9, 9, #9, 11, #11, b13, 13.
In the key of C, that gives us, including chord notes, following notes:
C7: C, Db, D, D#, E, F, F#, G, Ab, A, Bb
F7: F, Gb, G, G#, A, Bb, B C, Db, D, Eb
G7: G, Ab, A, A#, B, C, C#, D, Eb, E, F
When looking at these notes, the following 9 fits all 3 chords: C, Db/C#, D, D#/Eb, F, G, G#/Ab, A, A#/Bb
Notice, that some notes have different names, depending on the chord, but it is still the same note on the fretboard.
You might know the rule, "you can only use a letter once in a scale" , from the major and minor scales.
Applying this rule to the above 9 notes, means getting rid of some of them.
The C, F & G are only choices so we keep those. The D#/Eb is needed for the F7, so Db & D have to go. The A#/Bb is needed for the C7, so Ab & A have to go.
This leaves 5 notes : C, D#/Eb, F, G, A#/Bb.
So over the C7, you can't play the minor 3rd (Eb), but you can play the #9 (D#) and same thing with the G7 - you play A#, not Bb.
For convenience we stick with only one name per note and end up with C, Eb, F, G, Bb, which is the minor pentatonic scale , we all know.