Descending Scale Degrees: See the Intervals Behind the Root
Descending Scale Degrees: See the Intervals Behind the Root
The short answer: most players only ever learn the degrees above a root, which means half the neck around every root stays dark. Gitori's Descending Scale Degrees course — the second in the Interval series — lights up the other half: the 3rd sitting below your root, the 5 behind it, the ♭7 a whole step down.
Why descending degrees matter
A few places the "behind the root" view pays off immediately:
- Chord tones below the melody. Harmonizing a note you're already fretting means finding a 3rd or 6th below it, not above.
- Approach notes and fills. Walking into a chord from its ♭7 or 6 below is a staple of blues, country, and jazz lines.
- The whole-neck picture. A root in the middle of the neck has degrees in every direction. If you only know the ascending shapes, half of every position is guesswork.
- Faster than octave-dropping. You can find "the 3 below" by going up from an imaginary lower root — but in real time, that detour costs you the phrase. Seeing it directly is the skill.
The mirror-image logic is the same one covered in Guitar intervals explained: a major 3rd up is a minor 6th down, a 4th up is a 5th down. This course turns that bookish fact into shapes your hands know.
What the course covers
Same format as the ascending course: the descending degrees are split into small groups, each taught as a shape relative to roots on different strings, each drilled by a game that calls out random roots and degrees and scores your speed. (9ths, 11ths and 13ths are treated as 2, 4 and 6 throughout.)
After both directions are solid, the Find Scale Degrees (any direction) game mixes them — the point where degree-vision stops having a preferred direction and just becomes how you see the neck.
Before you start
A basic understanding of the major scale, plus ideally the Ascending Scale Degrees course first — the descending shapes make the most sense as reflections of shapes you already own. New to degrees entirely? Start at What are scale degrees?