Understanding Music Scales
Major and Minor ScalesA scale is a series of notes in alphabetical order.
Music Scales are divided into 2 kinds - Diatonic Scales and Chromatic Scales.
1. A diatonic scale is a seven‑note, octave‑repeating scale in which each note has a different letter name, built from a specific pattern of whole steps (tones) and half steps (semitones).All diatonic scales — including major and natural, harmonic, and melodic minor — contain:
- 5 whole steps (tones)
- 2 half steps (semitones)
These steps are arranged in a way that creates the characteristic sound of the diatonic system.
Example: C diatonic scale

C Diatonic Scale - Ascending & Descending
2. A chromatic scale consists of semitones only. It contains 12 notes per octave, each one a semitone or half‑step apart.
- Uses every pitch between the starting note and its octave
- Can be written using sharps ascending and flats descending (traditional notation practice)
Example: C chromatic scale
C - B - Bb - A - Ab - G - Gb - F - E - Eb - D - Db - C descending

C Chromatic Scale - Ascending & Descending
Diatonic Scales are divided into 2 kinds:
- Major Scales
- Minor Scales
Major Scales
A Major Scale is a series of 8 notes in alphabetical order, containing 5 whole tones and 2 semitones. The 8th note is the same as the first note, but is one octave higher.
- The 5 whole tones occur between the 1st-2nd, 2nd-3rd, 4th-5th, 5th-6th, 6th-7th notes of the scale.
- The 2 semitones occur between the 3rd-4th and 7th-8th notes of the scale
- ie. 1 (tone) – 2 (tone) – 3 (semitone) – 4 (tone) – 5 (tone) – 6 (tone) – 7 (semitone) – 8

The Step Method can be used to determine all Major Scales. Here are some examples using 3 variations.
Table 1:
| Scale Notes | 1st | 2nd | 3rd | 4th | 5th | 6th | 7th | 8th | |||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Whole / Half Steps | W | W | H | W | W | W | H | ||||||||
| Tones / Semitones | T | T | S | T | T | T | S | ||||||||
| Semitones | 2 | 2 | 1 | 2 | 2 | 2 | 1 | ||||||||
| C Major Scale | C | D | E | F | G | A | B | C | |||||||
| G Major Scale | G | A | B | C | D | E | F# | G | |||||||
| D Major Scale | D | E | F# | G | A | B | C# | D | |||||||
| A Major Scale | A | B | C# | D | E | F# | G# | A |
Minor Scales
Minor Scales consist of 3 scale patterns:
- Natural Minor Scale - also referred to as the Aeolian mode
- Harmonic Minor Scale
- Melodic Minor Scale
In each of the Minor Scale patterns, the 1st, 3rd and 5th scale degrees form a minor triad, whereas in a major scale they form a major triad.
The first essential step is to learn the Natural Minor Scale. This will give you a solid foundation with a natural progression to understanding harmonic and melodic minor scales.
The Minor Scales page will give you a comprehensive look at each of these scales including different methods for calculating them along with examples.
The differences between the 3 minor scales:
1. Natural Minor Scale
Formula: 1 2 ♭3 4 5 ♭6 ♭7 8 (ascending and descending)

D Natural Minor Scale - Ascending & Descending
Step Method for Natural Minor Scales:
W - H - W - W - H - W - W
D - E - F - G - A - Bb - C - D
2. Harmonic Minor Scale
Formula: 1 2 ♭3 4 5 ♭6 7 8 (ascending and descending)

G Harmonic Minor Scale - Ascending & Descending
Step Method for Harmonic Minor Scales: (WH = Whole + Half = 3 semitones)
W - H - W - W - H - WH - H
G - A - Bb - C - D - Eb - F# - G
3. Melodic Minor Scale
Formula:
1 2 ♭3 4 5 6 7 8 ascending
1 2 ♭3 4 5 ♭6 ♭7 8 descending.

A Melodic Minor Scale - Ascending & Descending
Because the Melodic Minor Scale has a different ascending/descending order we need 2 step-methods:
Step Method for Ascending:
W - H - W - W - W - W - H
A - B - C - D - E - F# - G# - A
Step Method for Descending: same as Natural Minor Scale ascending and descending
W - H - W - W - H - W - W
A - B - C - D - E - F - G - A
Please Note: The easiest way to write the notes for ascending and descending scales is to work from low to high in both directions:
- Ascending: Start with the lower Tonic and finish on the upper Tonic (one octave higher), then apply the ascending scale pattern.
- Descending: Start with the lower Tonic and finish on the upper Tonic (one octave higher), then apply the descending scale pattern.
- Low to high in both directions makes the process less confusing.
- Firstly, write the scale notes in ascending and descending order, then add the accidentals according to the relevant scale method — working from low to high.
Neat sweet and complete!
Rules for Music Scales
- Sharps and Flats are used in the formation of scales to fix the correct position of the tones and semi-tones. This is how key signatures are formed.
- Music Scales are related by their key signatures: Major to Minor and Minor to Major.
- Every Major Scale has a relative Natural Minor Scale and every Minor Scale has a relative Major Scale
- The Major scale and its relative Minor Scale share the same key signature. This means they share the same notes, but because they start at different places, they have a different step pattern and therefore a different sound.
- To find a Relative Minor from a given Major, descend (count down) 3 semi-tones from the major, e.g., if you are in the key of A Major, count down 3 semitones from A - G# - G - F# — you are in the key of F# Minor.
- To find a Relative Major from a given Minor, ascend (count up) 3 semi-tones from the minor, e.g., if you are in the key of Am, count up 3 semitones from A - A# - B - C — you are in the key of C Major.
Technical Names of Scale Degrees
Each note in a given music scale is given a technical name: A scale degree is the name given to each note of the scale in relation to the tonic or root note which is the first degree of a diatonic scale. The illustration below shows the names of the scale degrees in C Major.

Each scale degree can be described in several ways:
- Interval from the tonic:
First, second, major or minor third, fourth, fifth, major or minor sixth, major or minor seventh - Roman Numerals:
I - II - III - IV - V - VI - VII - I (octave) - Arabic Numerals:
1 – 2 – 3 – 4 – 5 – 6 – 7 – 8 (octave) - Name and function:
Tonic, Supertonic, Mediant, Subdominant, Dominant, Submediant, Leading Tone / Subtonic, Tonic (Octave / Upper Tonic).
Scale Degrees
| Degree | Name | Meaning | Notes in C |
|---|---|---|---|
| 1st | Tonic | Tonal center / note of final resolution | C |
| 2nd | Supertonic | One whole tone above the tonic | D |
| 3rd (Maj/Min) | Mediant | Mid-way between the tonic and dominant | E/E♭ |
| 4th | Subdominant | A fifth below the tonic; mirrors the dominant, which is a fifth above | F |
| 5th | Dominant | Second most important note after the tonic | G |
| 6th (Maj/Min) | Submediant | A third below the tonic (mirrors the mediant, which is a third above) | A/A♭ |
| 7th (Maj/Min) | Leading Tone / Subtonic | Leading tone = a semitone below the tonic Subtonic = whole tone below the tonic |
B/B♭ |
| 8th | Octave/Upper Tonic | Octave above the tonic; final point of resolution | C |
- Supertonic and Subtonic
One whole step above and below the tonic. - Mediant and Submediant
A third above and below the tonic. - Dominant and Subdominant
A fifth above and below the tonic.
