Tag Archives: melodic

pentatonic possibilities 1

Pentatonics are 5-note scales. Technically, any ordered sequence of 5 notes can be called a pentatonic. But the most common and widely used pentatonic is without doubt the one obtained by reordering a series of 5 notes stacked on top of each other in fifths (for example, the series “C G D A E” gives us “C D E G A” once reordered). This particular pentatonic comes in its “major” form (C D E G A), and its relative “minor” form (A C D E G).

So, what do I mean by “pentatonic possibilities?” Well, pentatonics tend to break up the diatonic quality of 7 or 8-note scales because of their intervallic content. So, to create fresh melodic shapes and give a more edgy feel to my lines while improvising over changes, I came to ask myself: what pentatonic scales can I use over these chords? Chords derive from modes, and modes from harmony types, so the question could be rephrased as: what pentatonic scales can be extracted from the various harmony types?

For the purpose of this particular post, I will limit myself to what I call the “common” pentatonic scale (the one discussed in the first paragraph). Let’s have a look at major harmony first. The pentatonics listed in the first and last column of the table shown below are extracted from the key of C major (C D E F G A B). Their “major” forms are listed in the left-hand side of the table along with their relative “minor” forms on the right-hand side, and the roman numerals represent the scale degrees for each pentatonic:

major harmony pentatonic possibilities
C D E G A I Maj. pent. <=> VI min. pent. A C D E G
F G A C D IV Maj. pent. <=> II min. pent. D F G A C
G A B D E V Maj. pent. <=> III min. pent. E G A B D

Natural minor harmony is equivalent to the Aeolian mode. Therefore, the pentatonic possibilities in natural minor are the same as in major harmony (the roman numerals indicating the scale degrees, however, would have to change due to the shift to relative minor).

Now, let’s have a look at melodic minor harmony. It turns out only one pentatonic scale can be extracted from this harmony type. It is shown in the table below in the key of C melodic minor (C D Eb F G A B):

melodic minor harmony pentatonic possibilities
F G A C D IV Maj. pent. <=> II min. pent. D F G A C

Finally, neither harmonic minor nor harmonic major harmony bear common pentatonic possibilities, due to a flatted 6th scale degree in both instances. However, some interesting “exotic” pentatonics can be derived from those harmony types…

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