Interval Inversion & Compound Intervals
Turn an interval upside down and it becomes a different, completely predictable interval — plus how to name intervals wider than an octave.
What's inside
- The Rule of Nine — every interval number and its inversion add up to 9, shown for all four pairs
- How quality flips on inversion: major to minor, perfect stays perfect, augmented to diminished
- A worked example inverting a 3rd to a 6th, with both directions notated
- Compound intervals — 9ths, 10ths and 12ths — as an octave plus a simple interval, with a from-C example