In music, each chord is described as a series of intervalic relationships to the root of the chord. This provides an accurate and easily understandable basis for working out these chords in each key. Terms used to describe intervals: r = root of the chord A major chord is the triad made up of a major third and perfect fifth above the root—if the root of the chord is C, the chord will consist of the notes C, E and G. This is also known as a major triad. In the simplest terms, it consists of the root note, a note 4 semitones higher than the root, and a note 7 semitones higher than the root. For the following tables: Tunging = GCEA |
Chord | Numbers | Notes | Frets |
---|---|---|---|
C Major | R 3 5 | C E G | 0003 |
C Major 6th | R 3 5 6 | C E G A | 0000 |
C Major Seventh | R 3 5 7 | C E G B | 0002 |
Chord | Fingers | Frets | Chord | Fingers | Frets |
---|---|---|---|---|---|
C | 0003 | Db | 1114 | ||
D | 2220 | Eb | 3331 | ||
E | 4442 | F | 2010 | ||
Gb | 3121 | G | 0232 | ||
Ab | 1343 | A | 2100 | ||
Bb | 3211 | B | 4322 |
Major Chords – A, B, C, D, E, F, G Introduction to Movable Chords Moveable Chord Forms (A, F, D) for the Ukulele – Major Chords High Major Chords – A, C, D High Major Chords – E, F, G Kanua 8 string Ukulele chords - Standard Playing B flat on Ukulele |
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