Mazza Studio of MusicPiano LessonsTheory LessonsWorksheets
The Building Blocks of Harmony · Module 1

See the distance. Build the scale. Hear the chord.

A piano-first introduction to the small patterns behind every melody, chord, and progression.

LESSON 01

Half steps & whole steps

An interval is simply the distance between two notes. On a piano, the keyboard makes that distance visible.

Smallest move

A half step

Move to the very next key—white or black—with no key in between.

C
D
E
F
G
A
B
C♯
D♯
F♯
G♯
A♯

C → C♯ is a half step. So are E → F and B → C—even though both keys are white.

Two small moves

A whole step

Move two half steps. One key is passed on the way.

C
D
E
F
G
A
B
C♯
D♯
F♯
G♯
A♯

C → D is a whole step: C → C♯ → D. E → F♯ is also a whole step.

½ step · white → black

C → C♯

C
D
E
C♯
D♯

No key is skipped. C♯ is the very next key above C.

1 whole step · white → black

E → F♯

E
F
G
F♯

E → F is the first half step; F → F♯ is the second.

1 whole step · black → black

C♯ → D♯

C
D
E
C♯
D♯

The white D sits between the two black-key endpoints.

LESSON 02

Build a major scale

Scales are the building blocks of chords & harmony, And, every major (and minor) scale follows the same sequence of whole and half steps no matter what note or key you start on. Change the starting note; keep the pattern.

The universal major-scale formula
W→W→H→W→W→W→H

C major: C · D · E · F · G · A · B · C

No black keys are needed because the natural half steps E–F and B–C fall exactly where the formula needs them. It is VERY important to memorize this pattern of whole and half steps; This pattern never changes for any major scale; All 12 (13) of them!

LESSON 03

Give every note a job

Scales and their sequential pattern of notes let us describe musical relationships in any key*. The note names change; the numbers keep their meaning.

* “Key” will be explained further in a future lesson.

1C · Tonic
2D
3E
4F
5G · Dominant
6A
7B · Leading tone
8C · Octave
LESSON 04

Stack 1–3–5 to make a triad

A triad is a three-note chord. Start on a root, skip a scale note, take the next note, skip again, and take the next.

C1 · root
E3 · third
G5 · fifth
C major

1–3–5 = C–E–G

The root names the chord. The third tells us whether it feels *major or *minor. The fifth gives stability—or changes the chord when lowered or raised, and in many chords is the weakest note and, in certain circumstances, may sometimes be eliminated altogether.

Try it

In F major, notes 1–3–5 are F–A–C. That creates an F-major triad.

LESSON 05

Four essential triad qualities or types

These types form the basis for almost every other chord. Keep C as the root and change just one or two notes. Listen to how a tiny change transforms the chord’s color.

Major
C
1–3–5

C–E–G

clear · stable
Minor
Cm
1–♭3–5

C–E♭–G

dark · reflective
Diminished
C°
1–♭3–♭5

C–E♭–G♭

tense · unstable
Augmented
C+
1–3–♯5

C–E–G♯

bright · unsettled

Compare them on the keyboard

C
D
E
F
G
A
B
C♯/D♭
D♯/E♭
F♯/G♭
G♯/A♭
A♯/B♭

C major: C–E–G · 1–3–5

YOUR HARMONY PATH

This is only the beginning

Each later module will reuse the visual language you learned here: distance, degree, formula, sound.

NEXT · MODULE 2

Diatonic harmony

Build a triad on every scale degree: I, ii, iii, IV, V, vi, vii°.

MODULE 3

Seventh chords & ii–V–I

Add the seventh and hear tension resolve.

MODULE 4

Circle progressions

See why roots moving by fourths feel inevitable.

MODULE 5

Secondary dominants

Temporarily make any chord sound like home.

MODULE 6

Substitutions & styles

Compare jazz, pop, and classical harmonic choices.

MODULE 7

Voice leading

Move each note smoothly from chord to chord.