Harmonization Of The Main Types Of Scales
Before learning the difference between "dominant," "subdominant," and "secondary dominant" you need to know how to harmonize the main types of scales.
Theses charts represent the harmonization of a specific scale (such as the major scale, natural minor scale, harmonic minor scale, or melodic minor scale) with seventh chords.
Each row in the chart corresponds to a degree of the scale and provides information about the chord built on that degree.
- The "Degree" column indicates the degree of the scale, using Roman numerals (I, II, III, IV, V, VI, VII), in upper case for major and lower case for minor.
- The "Name" column provides the commonly used name for that degree, such as "Tonic," "Supertonic," "Mediant," and so on.
- The "Chord" column specifies the seventh chord built on that degree, indicating the root note and the chord type, such as "A minor 7," "B diminished 7," or "C Major 7."
- The "Seventh Chord Formula" column lists the intervals that make up the chord, relative to the root note. The formula consists of numbers representing the interval steps, such as "1," "3," "5," and "7."
The lowercase letter "b" signifies a lowered or flattened note, and the "#" or "aug" symbol represents a raised or augmented note. The "bb" symbolizes a double-flattened note. To get the triad formula, just remove the "7".
By following the chord formulas in the chart, you can harmonize a given scale by building seventh chords on each degree of the scale.
This allows you to explore and understand the chord progression and harmonic possibilities within that particular scale.
Chords Of The Major Scale
| Degree |
Name |
Chord |
Seventh Chord Formula |
| I |
Tonic |
C Major 7 |
1 3 5 7 |
| ii |
Supertonic |
D minor 7 |
1 b3 5 b7 |
| iii |
Mediant |
E minor 7 |
1 b3 5 b7 |
| IV |
Subdominant |
F Major 7 |
1 3 5 7 |
| V |
Dominant |
G7 |
1 3 5 b7 |
| vi |
Submediant |
A minor 7 |
1 b3 5 b7 |
| vii° |
Leading Tone |
B half-diminished |
1 b3 b5 b7 |

Chords Of The Natural Minor Scale
| Degree |
Name |
Chord |
Seventh Chord Formula |
| i |
Tonic |
A minor 7 |
1 b3 5 b7 |
| ii° |
Supertonic |
B half-diminished |
1 b3 b5 b7 |
| III |
Mediant |
C Major 7 |
1 3 5 7 |
| iv |
Subdominant |
D minor 7 |
1 b3 5 b7 |
| v |
Dominant |
E minor 7 |
1 b3 5 b7 |
| VI |
Submediant |
F Major 7 |
1 3 5 7 |
| VII |
Subtonic |
G7 |
1 3 5 b7 |

Chords Of The Harmonic Minor Scale
| Degree |
Name |
Chord |
Seventh Chord Formula |
| i |
Tonic |
A minor(maj7) |
1 b3 5 7 |
| ii° |
Supertonic |
B half-diminished |
1 b3 b5 b7 |
| III+ |
Mediant |
Cmaj7#5 |
1 3 #5 7 |
| iv |
Subdominant |
D minor 7 |
1 b3 5 b7 |
| V |
Dominant |
E7 |
1 3 5 b7 |
| VI |
Submediant |
F Major 7 |
1 3 5 7 |
| vii° |
Leading Tone |
G# diminished 7 |
1 b3 b5 bb7 |

Chords Of The Melodic Minor Scale
| Degree |
Name |
Chord |
Seventh Chord Formula |
| i |
Tonic |
A minor(maj7) |
1 b3 5 7 |
| ii |
Supertonic |
B minor7 |
1 b3 5 b7 |
| III+ |
Mediant |
C maj7#5 |
1 3 #5 7 |
| IV |
Subdominant |
D7 |
1 3 5 b7 |
| V |
Dominant |
E7 |
1 3 5 b7 |
| vi° |
Submediant |
F# half-diminished |
1 b3 b5 b7 |
| vii° |
Leading Tone |
G# half-diminished |
1 b3 b5 b7 |
