Musical Instuments: Ensambles: Chamber Music: Duet/Duo: 2 players or voices

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𝄫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A duet is a musical composition for two performers in any combination of instruments. In classical music, the term is most often used for a composition for two singers or pianists.

A piece performed by two pianists performing together on the same piano is referred to as “piano duet” or “piano four hands”. A piece for two pianists performing together on separate pianos is referred to as a “piano duo”.

When Mozart was young, he and his sister Nannerl, played a duet of his composition at a London concert in 1765. While young, he helped introduce what a duet is. The four-hand, described as a duet, was in many of his compositions which included five sonatas; a set of variations, two performers and one instrument, and a sonata for two pianos. These mark the beginning of duet history. The first published sonata or duet was in 1777.

A duo could could also mean;

2 performers on the same instrument, i.e…

  • piano for 4-hands


2 performers playing identical instruments, i.e…

  • 2 pianos
  • 2 violins
  • 2 cellos
  • 2 flutes


2 performers playing two similar or different instruments, i.e…

  • B Clarinet & E Clarinet
  • Violin & Viola
  • Oboe & Clarinet
  • Trumpet & Trombone
  • Flute & Clarinet


2 performers, but one instrument as a soloist (or lead) and the other performer as an accompaniment to another, i.e…

  • Cello & Piano
  • Flute & Harp


Mozart: Sonata for Piano Duet in D major, K. 381/123a








Mozart: Sonata for Two Pianos in D major, K. 448






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