Old Music Theory

Theory of the Great Composers

7.0 Introduction to Triad Inversions

A chord retains the name of the root, regardless of the order the notes are presented.

In order to identify chords properly and to explain the laws of chord progressions in their inversions, one should always consult the root note and not the Bass note. So in this example:

The root of the second chord is G. Consequently, the chord progression is C to G, which is a fourth below, not the apparent succession of seconds (C, B) formed by the melodic movement of the Bass. In this example:

the second chord is only a former of the previous chord, even if the Bass moves a third above, there is no progression by a third above.

Note: The student must get used to naming the roots of these chords, the nature of each inversion, and the chord progression of the root. The student must follow this method throughout the course of this work. When he is established on these principles they will be free to use more brief terms and to call chords by the names of their roots.

BOOK I: Chords

Introduction

Preliminary Notions — Basic Concepts

Part I. Consonant Chords

1. Triads
2. Realization of Harmony
3. Tonality of Chords
4. Chord Progressions
5. Chord Modifications, Placement, and Duration
6. Figured Bass
7. Triad Inversions
8. Phrases, Period, and Form
9. Cadences
10. Modulation
11. Harmonic Marches
Supplementary Chapter for Consonant Chords

Part II. Dissonant Chords

13. Dissonant Chords
14. Seventh Chords
15. Ninth Chords
16. Alterations
17. Altered Chords

Supplementary Chapter

Appendix

BOOK II: Accidental Notes

Part I. First Class Accidental Notes

20. Delays