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Transposing: the same tune in a different place
Transposing means shifting every note of a piece by the same distance. The tune keeps its shape and changes its height. It is one of the few bits of theory that is genuinely mechanical, and one of the few every working musician does constantly.
The shape is the thing
Here is the opening of a tune everyone knows, twice, five semitones apart.
Different notes, same tune. What your ear tracks is the pattern of intervals between the notes, not the notes themselves. That is a fairly deep fact about hearing, and it is why a song is still recognisable when a child sings it an octave up.
Three reasons people do it
A singer. Voices have a comfortable range of about an octave and a half, and everyone's sits in a different place. Moving a song down three semitones so the chorus stops being a shout is the most common transposition there is.
An easier key. On guitar, a song in E flat is awkward and the same song in D or E is easy, so guitarists move the song and use a capo to put it back. On piano the calculation is different and often the black keys are more comfortable, not less.
The instrument has no choice. This is the interesting one.
Some instruments are transposing by construction
A xylophone sounds an octave above what is written for it. That is not a decision anyone makes at the time, it is the instrument. Write a C4 for a xylophonist and a C5 comes out.
Clarinets in B flat, trumpets, horns and saxophones all do a version of the same thing, for a historical reason that is mostly about fingering staying the same when a player switches between instruments of different sizes.
What a hundred melodies actually show
Our song catalogue is one list of melodies offered to eight instruments, and each has to shift a tune until every note lands on something it can sound. Here is how much moving that takes, counted rather than guessed.
| Instrument | Plays | As written | Octave shift | Change of key |
|---|---|---|---|---|
| Piano | 100 | 100 | 0 | 0 |
| Violin | 100 | 99 | 1 | 0 |
| Accordion | 100 | 80 | 17 | 3 |
| Guitar | 100 | 55 | 45 | 0 |
| Kalimba | 76 | 41 | 21 | 14 |
| Guzheng | 9 | 1 | 0 | 8 |
| Handpan | 9 | 0 | 2 | 7 |
| Xylophone | 37 | 0 | 23 | 14 |
Two things jump out. The piano never moves anything, because it has every note and can simply meet a tune where it is. And the pentatonic instruments almost always change key rather than octave, because no octave of a C major tune will ever land on a pan tuned to B, and only a change of key gets it there.
That last point is worth holding on to. When a handpan player picks up a tune, they are not choosing to be clever. Playing it in the pan's key is the only option the object allows.
Doing it by hand
Count the semitones you want to move, then move every note by that many, keeping the letter names sensible. Up a fifth means every note goes up seven semitones. C becomes G, F becomes C, A becomes E.
The circle of fifths is quicker than counting for the common moves, since a step round the circle is a fifth by definition. And if you are moving a chord progression rather than a melody, transpose the Roman numerals instead of the chord names and the work disappears entirely: I, V, vi, IV is I, V, vi, IV in every key on earth.
How the notes fit together
Start anywhere. Each of these stands on its own, and they all end up back at the circle.
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01
Intervals: the distance between two notes
A third, a fifth, an octave. What the numbers count, and why a fifth sounds settled while a second sounds like an argument.
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02
Scales: seven notes and the gaps between them
A major scale is a pattern of steps, not a list of letters. Once you know the pattern you can build one from any note.
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03
Major and minor: one note of difference
Move a single note down a semitone and a bright chord turns dark. Here is which note, and what it does.
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04
Chords: notes stacked in thirds
Triads, sevenths, and why the chords in a key are not a random assortment but a family with jobs.
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05
Key signatures: why sharps arrive in that order
F sharp, then C sharp, then G sharp. The order is not arbitrary, and once you see where it comes from you never have to memorise it.
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06
The circle of fifths, explained by ear
The most looked-up diagram in music, and the one most often taught as a thing to memorise rather than a thing to hear.
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07
Pentatonic scales: five notes that cannot clash
Take two notes out of the major scale and something odd happens: everything left over sounds good together. Handpans and guzhengs are built on it.
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Transposing: the same tune in a different place
Why a song moves when it changes instrument, what stays the same when it does, and what a hundred real melodies show about which instruments have to move most.