From the scale to the triad
In C major, start on C and take every other note: C (skip D) E (skip F) G. Played together, C–E–G is the triad built on C.
A basic triad stacks three notes using alternating scale tones.
Each section below is labeled with the target it teaches. The questions and your Noteflight task practice every target.
Knowledgeable · Thinker — Thinking: connect scale and chord knowledge to the melodies and harmonies you build.
Use what you're learning to notice this in the music you already know, and be ready to apply it in your next Noteflight task.
Inquiry: Why does the same 1–3–5 method work no matter which scale degree you start building from?
Reflect: What did “Building Triads” teach you about your own composing choices?
A triad is built from the scale. Choose a starting note, the root. Skip the next scale note and take the one after it (a 3rd above the root), then skip again and take the next (a 5th above the root). Counting from the root as 1, that is scale notes 1–3–5. On the staff, a triad built this way sits on three neighboring lines or three neighboring spaces. In this lesson every triad has its root on the bottom; Building chords, next, measures triads in half steps, and Chords: Part 2 restacks the same three notes in other orders.
In C major, start on C and take every other note: C (skip D) E (skip F) G. Played together, C–E–G is the triad built on C.
The triad on G in G major is G–B–D. G is the root, and the triad is named for it: the G triad. B is its 3rd and D is its 5th, the intervals you counted in Unit 1.
A triad can start on any scale degree. The key signature still applies: in G major, the triad built on degree 5, D, is D–F♯–A, because every F in G major is F♯.
The 1–3–5 method works from any root, not only the three you will meet by name in the next lesson. Here it is applied to three different starting notes in the same key, to confirm the method itself before narrowing in on three special cases.
| Root | Method | Triad |
|---|---|---|
| B | B (skip C) D (skip E) F♯ | B–D–F♯ |
| E | E (skip F♯) G (skip A) B | E–G–B |
| A | A (skip B) C (skip D) E | A–C–E |
Model description: Each triad uses the identical method: name the root, skip the next scale note, take the one after it, skip again, take the next. The only thing that changes from one triad to the next is the starting note; the key signature supplies any sharps automatically, so the pattern of skips is always every other scale note, never a fixed number of letter names.
Notice the method: count 1–3–5 from the root every time, regardless of which scale degree you start on. This works for all seven possible roots in a key, not just three of them — Primary Chords & Melody, next, narrows in on why three specific ones get special names.
Pick an answer for each question. You will see right away whether you are correct and why.
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1Listen only. Which description matches what you hear?
2Build a triad in G major starting on degree 4 (C). Which three notes are in it?
3Listen, then choose which excerpt you heard.
4Which group of notes is the triad built by the 1–3–5 method, starting on E, in C major?
Every triad, no matter which note it starts on, is built the same way: root, skip, skip. Practice the method itself before the next lesson narrows in on three special triads.
In C, G, or F major (with the key signature), choose three different scale degrees to start on (not the same note twice) and write each as a whole-note triad on the treble staff, root on the bottom. Label each triad by its root letter name. Play each one.
Any scale degree works — not just 1, 4, or 5.
From the root, skip one scale note, then skip again.
Stack the three notes together and label the root.
Count out loud — root, skip one, skip one again — before you write each note.
Choose a root you have not already used elsewhere on this page.
Play each triad. Does it sound like a stable three-note chord, or did you miss a skip?
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Finish the Noteflight work above, then mark this lesson done when you finish.