Which statement describes a real sequence?

Study for the Praxis Music Content and Instruction (5114) Test. Prepare with multiple choice questions and materials, complete with explanations and clarifications. Master the content and excel in your exam!

Multiple Choice

Which statement describes a real sequence?

Explanation:
Real sequences hinge on preserving every interval exactly when a motif is repeated at a new pitch level. The second segment is an exact intervallic transposition of the first, meaning you move every note by a fixed amount and keep the same distances between consecutive notes. For example, take a short phrase like C–D–E–F and transpose it up a whole step: D–E–F#–G. The pattern of intervals hasn’t changed, just the pitch level, so the second segment sounds like a faithful lift of the first. That precise, uniform shift is what makes the sequence “real.” The other statements describe different ideas: a tonal shift describes changing the center of gravity or key area rather than preserving the exact interval structure; transposing only part of the phrase or forcing the figure to stay strictly diatonic would alter the interval relationships and thus would not be a real sequence.

Real sequences hinge on preserving every interval exactly when a motif is repeated at a new pitch level. The second segment is an exact intervallic transposition of the first, meaning you move every note by a fixed amount and keep the same distances between consecutive notes. For example, take a short phrase like C–D–E–F and transpose it up a whole step: D–E–F#–G. The pattern of intervals hasn’t changed, just the pitch level, so the second segment sounds like a faithful lift of the first.

That precise, uniform shift is what makes the sequence “real.” The other statements describe different ideas: a tonal shift describes changing the center of gravity or key area rather than preserving the exact interval structure; transposing only part of the phrase or forcing the figure to stay strictly diatonic would alter the interval relationships and thus would not be a real sequence.

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