Progressions and cadences
End a phrase on V and it sounds like a question; follow V with I and it sounds like a full stop.
Chords have jobs
In music built on major and minor keys, chords fall into three groups by what they do, called harmonic functions. Tonic (T) is home and sounds stable: I, or i in minor. Dominant (D) creates tension that wants to resolve to tonic: V and vii°. Predominant (PD) leads away from home toward the dominant: IV and ii are the strong ones, and vi and iii often come before them. Learning which group a chord belongs to tells you more than its name does.
Phrases in this style usually move through the groups in one direction: tonic, then predominant, then dominant, then back to tonic, written T-PD-D-T. Textbooks call this the phrase model. I-IV-V-I in C major is C, F, G, C, a phrase that leaves home, builds tension and returns. I-ii-V-I (C, Dm, G, C) does the same job with a different predominant. In this style a phrase almost never runs backwards, from a dominant chord to a predominant one.
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Cadences: musical punctuation
A cadence is the chord pattern at the end of a phrase, and it works like punctuation. An authentic cadence is V to I and sounds finished. It is a perfect authentic cadence (PAC) when both chords are in root position and the tonic is the top note of the final chord; otherwise it is imperfect (IAC), a little less final. A half cadence ends on V, whatever comes before it, and sounds like a comma or a question mark: the phrase pauses on tension and waits for an answer.
Two more cadences are common. A plagal cadence is IV to I, often called the "amen" cadence because it is the sound of the Amen sung at the end of many hymns; it usually comes after an authentic cadence as an extra close. A deceptive cadence sets up an ending with V and then moves to vi instead of I, so G goes to Am in C major. The ear expects home and gets a near relative, which keeps the music going. Robert Hutchinson's open textbook points to the prelude to Act I of Wagner's opera Tristan und Isolde for one of the most famous deceptive cadences.
| Cadence | Chords | In C major | Sounds like |
|---|---|---|---|
| Perfect authentic (PAC) | V-I, root position, tonic on top | G-C | Full stop |
| Imperfect authentic (IAC) | V-I, other voicing | G-C/E | Softer stop |
| Half (HC) | Any chord to V | F-G | Comma or question |
| Plagal | IV-I | F-C | Amen |
| Deceptive | V-vi | G-Am | Surprise, keeps going |
You can hear all of these on the guitar chords below. Play C, F, G, C for a phrase that ends with an authentic cadence. Stop on G and the phrase hangs in the air, a half cadence. Play G and then Am and you have a deceptive cadence. Finally add F to C after the last C and you hear the plagal close. The same moves, written as numbers, work in every major key, which is why chord charts in Roman numerals are so useful to working musicians.
- Which function does V belong to?
- Dominant
- Tonic
- Predominant
- None
- Which chords are strong predominants in a major key?
- IV and ii
- V and vii°
- I and vi
- iii and V
- The phrase model usually runs…
- T-PD-D-T
- T-D-PD-T
- D-T-PD-T
- PD-T-D-T
- A phrase ends on V. What cadence is it?
- Half cadence
- Authentic cadence
- Plagal cadence
- Deceptive cadence
- V to vi at the end of a phrase is…
- Deceptive cadence
- Plagal cadence
- Half cadence
- Perfect authentic cadence
- IV to I is called…
- Plagal ("amen") cadence
- Authentic cadence
- Half cadence
- Deceptive cadence
- Which is required for a perfect authentic cadence?
- V and I in root position, tonic on top
- V in first inversion
- IV before V
- A minor key
- In C major, a deceptive cadence goes from G to…
- Am
- C
- F
- Em
- I-IV-V-I in G major is…
- G C D G
- G D C G
- G C E G
- G A D G
- Which cadence sounds most final?
- Perfect authentic
- Half
- Deceptive
- Imperfect authentic
- Tristan und Isolde is often cited for a famous example of which cadence?
- Deceptive
- Plagal
- Half
- Perfect authentic
- Which chord is the only tonic-function chord in a major key?
- I
- vi
- iii
- IV
- Functions: tonic (I), predominant (IV, ii), dominant (V, vii°).
- Phrase model: T-PD-D-T.
- Authentic V-I (PAC or IAC), half ends on V, plagal IV-I, deceptive V-vi.
- Roman numerals let a progression move to any key.
Sources for this course (9)
- Open Music Theory 2e (Viva Pressbooks; ideas only, no sentences copied): "Triads" (a chord is three or more pitch classes sounding together, triads stack in thirds on all lines or all spaces, root/third/fifth, four qualities named for the third (major, minor) or the fifth (diminished, augmented), common expressive associations, chord symbols C, Cmi, C°, C+, spelling with the root's major key signature, doubling and spacing do not change identity, triad qualities on each degree of major and minor; viva.pressbooks.pub/openmusictheory/chapter/triads/)
- "Seventh Chords" (five qualities, other names, qualities on each degree in major; viva.pressbooks.pub/openmusictheory/chapter/seventh-chords/)
- "Inversion" (bass vs root, first/second/third inversion, slash symbols; viva.pressbooks.pub/openmusictheory/chapter/inversion/)
- "Figured Bass and Roman Numerals with Figures" (5/3, 6/3, 6/4, 7, 6/5, 4/3, 4/2, abbreviations; viva.pressbooks.pub/openmusictheory/chapter/figured-bass/)
- "Roman Numerals" (uppercase major, lowercase minor, ° diminished, + augmented, ø7 and °7; viva.pressbooks.pub/openmusictheorycopy/chapter/roman-numerals)
- "Introduction to Harmony, Cadences, and Phrase Endings" (tonic, predominant, dominant functions with chord lists, phrase model, PAC/IAC/HC definitions; viva.pressbooks.pub/openmusictheory/chapter/intro-to-harmony/)
- Robert Hutchinson, Music Theory for the 21st-Century Classroom, "Cadences" (plagal IV-I, deceptive V-vi, the prelude to Act I of Wagner's Tristan und Isolde as a famous deceptive cadence; no bar number given in the text; musictheory.pugetsound.edu/mt21c/cadences.html) and "Figured Bass Inversion Symbols" (musictheory.pugetsound.edu/mt21c/FiguredBassInversionSymbols.html)
- Wikipedia "Treatise on Harmony" (Rameau, Paris 1722, fundamental bass and inversion of chords; en.wikipedia.org/wiki/Treatise_on_Harmony)
- musictheory.net lessons 40-47 used as a cross-check only. frequencies with f = 440 x 2^((m - 69) / 12) (C4 261.63, E4 329.63, G4 392.00 Hz).
Checked: 2026-10-17