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Steve's Spinal Column #17To Extend Or Not To Extend, That Is The Questionby Tex Apport
A common change or substitution for a chord would be to add an extension. The basic triad is 1 - 3 - 5 of some sort. We can of course add the 7th. But for even more flavor a ninth, and even the eleventh or thirteenth can be thrown into the harmonic mix. Let's explore the ninth as an addition to a chord.
C minor = C Eb G ( a very basic triad)
1 b3 5
C minor 7 = C Eb G Bb ( a bit more sophisticated)
1 b3 5 b7
C minor 9 = C Eb G Bb D (now we're talkin')
We know that diatonically, a C minor chord exists as ii, iii, or vi,
in a Major key.
Therefore C min7 can be ii in Bb Major
iii in Ab Major
vi in Eb Major
Here are these 3 major scales:
Bb Major = Bb C D Eb F G A Bb Ab Major = Ab Bb C Db Eb F G A Eb Major = Eb F G Ab Bb C D Eb We can see that Cmin7 (C Eb G Bb) exists in each of these keys. But if we add the 9th to the chord, the corresponding note, D (9th) only exists in the keys of Bb and Eb. In the key of Ab the D natural does not exist. So we can summarize that a minor chord can be extended with a 9th, only if the chord functions as a ii or vi in a Major key. if it is a iii chord the natural 9th will conflict and hence not be harmonically correct. For the more sophisticated, we can also say the minor 9 can exist as the root of the Dorian Mode (ii) or the root of the Aeolian Mode (vi). We can't use the ninth in the root of a Phrygian Mode (iii) Let's try the same exploration with a minor 6th chord.
Cminor 6 = C Eb G A
1 b3 5 6
Now the 6th (A) does not exist in the keys of Ab or Eb Major. It will
only fit into the Bb Major scale. Therefore the C minor 6th can only
exist in Bb Major.
Conclusion: Diatonically, a minor 6th chord can only exist as a ii in a Major key. Or as a root in the Dorian Mode (ii) You can try this on your own with all the extensions, 7, 9 ,11, 13 (6) Of course you should try them on all chord qualities as well, Major, minor and dominant. Here's a bonus concept:
The Cminor 6 = C Eb G A
1 b3 5 6
If we rearrange the letters we can get A C Eb G. This is called A half diminished 7
(1 b3 b5 b7)
F9 = F A C Eb G.... As you can see without the F, we get the same 4
notes as the previous two chords.
All three chords, Cmin6, A half-dim.7 and F9 exist in the key of Bb Major. Cmin 6 is ii in Bb A half-dim7= vii in Bb F9 = V in Bb RULE: In any Major key: iim6 = vii half-dim7 = V9. You can use this valuable information for substitutions. i.e. l C min7 l F7 l Bb Maj7 l Bb Maj7 l ( a typical progression) ii V I IWe can fancy up (extend) F7 by making it F9. Well, if we don't know many F 9th inversions we can use A half-dim7 chords or C min 6 chords instead and get the same results. Needless to say, you still need a good chord vocabulary, but now you have more options. |