Solfège is a system of syllables (Do Re Mi Fa Sol La Ti) assigned to scale degrees to help musicians read, sing, and hear music more accurately. It is the foundation of ear training in most music education systems.
Solfège (also spelled solfeggio or solfeo) is a pedagogical system that assigns a syllable to each degree of the musical scale: Do, Re, Mi, Fa, Sol, La, Ti (or Si), Do. The system was formalised in the 11th century by the Italian monk Guido d'Arezzo and remains one of the most widely used ear training methods in the world.
There are two main systems: moveable Do and fixed Do.
In moveable Do (used widely in the UK, USA, and in the Kodály and Curwen methods), 'Do' always represents the first degree (the root/tonic) of whatever key you are in. In C major, Do = C. In G major, Do = G. This trains relative pitch — the ability to hear and reproduce scale degrees by their function rather than their absolute frequency.
In fixed Do (used in France, Italy, Spain, and much of the classical world), 'Do' always means C regardless of key. Re always means D, Mi always means E, and so on. This trains absolute pitch recognition — knowing what frequency a note is.
For most general music education and ear training, moveable Do is more immediately useful because it develops the ability to hear how notes function within a key — which is what underpins improvisation, harmonisation, and transposition.
Solfège is the system behind the famous 'Do Re Mi' song from The Sound of Music, which Julie Andrews uses to explain the system to the Von Trapp children. Despite the pop culture reference, the underlying pedagogy is genuinely effective — major music education systems including Kodály, Orff, and Dalcroze all use solfège as a core tool.
Music teachers on Virgoul who use the Kodály or Orff methods integrate solfège into lessons from the earliest stages — building ear training and musical literacy simultaneously so students understand what they are playing, not just how to play it.
Join VirgoulThe seven solfège syllables for the major scale degrees are: Do (1st), Re (2nd), Mi (3rd), Fa (4th), Sol (5th), La (6th), Ti (7th), Do (octave/8th). The system can be extended with chromatically altered syllables for accidentals — Di, Ri, Fi, Si, Li for sharps and Ra, Me, Se, Le, Te for flats.
In moveable Do (used in Anglo-American and Kodály pedagogy), Do always represents the tonic (root note) of the current key — so Do is C in C major, but Do is G in G major. In fixed Do (used in France, Italy, and much of continental Europe), Do always means the note C regardless of key. Moveable Do trains relative pitch; fixed Do trains absolute note recognition.
Yes — the 'Do Re Mi' song from The Sound of Music uses solfège syllables to introduce the system. The song is pedagogically accurate as an explanation of moveable Do solfège: 'Do, a deer, a female deer; Re, a drop of golden sun' etc. The simplified version in the song only covers the seven natural notes, not the chromatic alterations used in full solfège.
Solfège trains the ear to hear scale degrees by their function rather than their absolute frequency. This makes it easier to read music, sing intervals accurately, transpose melodies, identify chord qualities by ear, and improvise within a key. Research in music education consistently supports solfège as one of the most effective ear training tools for musicians at all levels.
The Kodály method is a music education philosophy developed by Hungarian composer Zoltán Kodály in the 20th century. It uses moveable Do solfège, hand signs (from the Curwen system), and rhythm syllables as core tools for developing musical literacy through singing. The method is widely used in primary and secondary music education in the UK, USA, Hungary, and many other countries.