A Schenkerian analyst examines a 32-measure passage and says 'the entire passage prolongs tonic.' A Roman numeral analyst identifies IV, ii, V7, vi, IV, V, I chords within it. Which statement best reconciles these two analyses?
AThey contradict each other; if there are ii and vi chords present, the passage cannot be prolonging tonic
BThe Schenkerian analysis says the IV, ii, V7, vi, and IV chords are structurally subordinate elaborations of the I that governs the whole passage
CThe Roman numeral analyst made errors; prolonged passages must consist only of I chords
DBoth analyses describe the same level of structure in different notation systems
Schenkerian prolongation does not deny the existence of intermediate chords — it reinterprets their structural status. Roman numeral analysis treats every chord as equally meaningful; Schenkerian analysis asks which harmonies are *structurally fundamental* and which are *elaborations* of those fundamentals. To say 'the passage prolongs tonic' means the I at the beginning and the I at the end are the same structural harmony, and the IV, ii, V7, vi in between are delaying, embellishing, or decorating that tonic — passing or neighbor chords in a large-scale voice-leading motion, not structural harmonies of equal weight.
Question 2 Multiple Choice
A student learning Schenkerian analysis decides to identify the Ursatz (background fundamental structure) directly, treating foreground details as irrelevant distractions. Why is this approach problematic?
AIt is not problematic; identifying the Ursatz is the only goal of Schenkerian analysis
BThe Ursatz cannot be identified without working through the foreground; reduction proceeds layer by layer from surface to background
CForeground details determine the key of the piece, which must be known before locating the Ursatz
DThe Ursatz only applies to sonata form, not to binary or ternary forms
Schenkerian analysis proceeds through hierarchical reduction: you begin with the foreground (actual notes), identify which are structural and which are passing/neighbor motions to produce a middleground, then reduce further to reach the background Ursatz. The foreground is not irrelevant — it is the starting material, and the hierarchical relationships between levels are the substance of the analysis. Skipping to the Ursatz without working through the reductions misses the analytical insight: how exactly does the foreground elaborate the middleground, and how does the middleground elaborate the background?
Question 3 True / False
In Schenkerian analysis, a V chord that appears between two tonic (I) chords could be analyzed as structurally subordinate to the surrounding tonic harmonies, depending on the level of analysis being considered.
TTrue
FFalse
Answer: True
This is precisely the kind of reinterpretation that Schenkerian analysis enables. At the foreground level, the V is a separate chord; at the middleground level, it might function as a neighbor chord that temporarily destabilizes the tonic before resolving back — making the entire I–V–I pattern a tonic prolongation at that level. Whether a V is a structural harmony equal in weight to surrounding I chords, or a subordinate element in a larger prolongation, depends on the structural level being analyzed and on the melodic and voice-leading context.
Question 4 True / False
The Ursatz (fundamental structure) in Schenkerian analysis should appear literally in the score — as explicit notes in the melody and bass — for the analysis to be valid.
TTrue
FFalse
Answer: False
The Ursatz is an abstract background structure, not a literal musical passage that appears in the score. It is the skeleton that the entire piece elaborates through prolongation and voice-leading operations. The analyst derives it by successively reducing the foreground and middleground layers, stripping away elaborations until the underlying structural skeleton becomes visible. The Ursatz may never appear literally and simultaneously in the notation; it is inferred as the structural foundation — a theoretical construct describing the piece's deep coherence, not a theme hidden in the score.
Question 5 Short Answer
What does 'prolongation' mean in Schenkerian analysis, and why is it the central concept of the theory?
Think about your answer, then reveal below.
Model answer: Prolongation is the extension of a single harmony's structural influence across a span of music — measures, phrases, or an entire movement. When a harmony is 'prolonged,' all the notes and chords that occur during that span are understood as elaborating or delaying that harmony rather than as structurally independent events. For example, a tonic chord can be prolonged by neighbor chords, arpeggiation, passing chords, and apparent motion to other harmonies, as long as the tonic remains the governing structural reference point. Prolongation is central because it is the mechanism by which Schenkerian theory explains large-scale tonal coherence: a piece hangs together not because every chord is equally important, but because deeper structural harmonies govern extended spans of musical time, unifying surface variety into a single directed motion.
Without prolongation, Schenkerian analysis collapses into Roman numeral analysis — a list of chords without architectural meaning. Prolongation is what allows the theory to explain why a long movement feels like a unified whole rather than a sequence of disconnected harmonies. It is the tonal equivalent of grammatical constituency: individual chords are organized into prolongations that have higher-level meaning beyond their parts.