AP® Music Theory · Unit 6 · Topic 6.6

Melodic Sequence

A melodic sequence takes a short musical figure and repeats it immediately at a new pitch level, transposing it by the same interval every time it repeats.

A sequence starts with a short pattern of notes, the model, usually two to four notes long. The composer then repeats that same shape immediately, but shifted up or down by a fixed interval. Repeat that shift again, using the same interval each time, and you get a chain of segments that all share the same melodic contour while climbing or falling through the key. Because the interval of transposition stays constant, your ear locks onto the pattern of motion itself, not just the individual notes. That's why a sequence falling by a second each time feels like it's tumbling downstairs: each step is the same size, so the motion reads as continuous descent rather than a series of unrelated leaps.

The transposition is usually diatonic, meaning the segment is respelled to fit the notes available in the key, so the exact pattern of half steps and whole steps inside the figure can shift slightly from repetition to repetition. A real sequence needs a consistent interval of transposition and a consistent number of repetitions happening right after each other; change the interval randomly each time and you just have a repeated figure, not a sequence.

Sequences connect directly to the embellishing tones studied earlier in the unit, since passing tones, neighbor tones, and suspensions often get caught up in the repeating figure and sequence right along with it. Spotting a sequence also helps you predict where a melodic line is headed, since once you know the model and the interval of transposition, you can figure out every later segment without hearing it.

Key terms

Model
The short melodic figure that gets repeated to start a sequence.
Sequence
A model repeated immediately at a new pitch level using the same interval of transposition each time.
Diatonic sequence
A sequence whose segments are adjusted to stay within the notes of the current key.
Real sequence
A sequence that transposes the model by the exact same interval in half steps every time, ignoring the key.
Transposition
Shifting every note of a passage by the same interval to a new pitch level.

Watch it explained

  1. How it worksHow does a melodic sequence transpose one segment by a constant interval again and again?
  2. Worked exampleFind the next two segments of a sequence whose first segment is G, A, B and drops a second each time.
  3. Common mistakeWhy isn't a figure repeated at some random new pitch level a sequence?
  4. Going furtherWhat changes when a sequence keeps exact intervals instead of staying inside the key?

Check yourself

Your turn1 of 2
A melodic sequence transposes one segment by a constant interval each repetition. A sequence's first segment starts on a pitch 20 half steps above middle C, and each repetition transposes down by 3 half steps. How many half steps above middle C does the third segment's starting pitch sit, after two transpositions down?

End of topic.