Binary and ternary forms, minuet and trio

Music theory · Musical form · Level 3 · 14 min

At the scale of a whole piece, we label the large sections with letters: A, B, C… The same letter means the same material; a primed letter (A') means a variant.

Binary form: ||: A :||: B :||

Two sections, each repeated. Typical of Baroque dances (minuets, gavottes, sarabandes, gigues in Bach's suites) and of Scarlatti's sonatas. The key plan is essential:

  • A starts in the tonic and modulates to the dominant (or the relative major in a minor key);
  • B starts in that new key and returns to the tonic.
M:3/4
L:1/4
K:G
|: "G"G A B | "D"A2 D | "G"B c d | "D"A3 :|
|: "D"d c B | "G"B A G | "D"A F D | "G"G3 :|

When the end of B brings back the opening of A (in the home key), it's called rounded binary (A ||: B A' :||): the ancestor of sonata form.

Ternary form: A B A

A first section that is complete and closed (it ends in the home key), a contrasting section (another key, another character), then the return of A, often varied or ornamented. It's the form of many Chopin nocturnes, of the “Raindrop” Prelude (Op. 28 No. 15: D♭ major – C♯ minor – D♭ major) and of many Romantic character pieces.

Minuet and trio: a ternary made of binaries

In Classical sonatas, quartets and symphonies, the third movement is often a minuet (later a faster scherzo). Its form:

MinuetTrioMinuet da capo
binary (||: a :||: b a' :||)binary, contrasting, lighterplayed again without repeats

The trio owes its name to the Baroque era, when this middle section was played by only three instruments. At the end of the trio, the marking Menuetto da capo sends you back to the beginning.

Active listening: listen to the Minuet in G from the Anna Magdalena Bach Notebook (attributed to Christian Petzold) and raise your hand at each repeat. Then find where the music moves into D major (the C♯ that appears).
Don't confuse binary form (two sections, AB) with duple metre (beats divided in two) — in French both are called “binaire”. Likewise ternary form and triple metre are unrelated notions.

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