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Lesson 1 · about 8 minExample course · read-only

Notes and the musical alphabet

→ Name all twelve notes and find them on one string

Every chord you strum is built from just twelve notes. Once you can name them, the rest of music theory has something to hold on to — including why your chords fit together.

Seven letters, twelve notes

Western music names notes with seven letters: A, B, C, D, E, F and G. After G the letters start again at A, one octave higher. Between most neighbouring letters there is one extra note. It is named from either side: a sharp (♯) raises the lower letter, a flat (♭) lowers the upper one, so A♯ and B♭ are the same note. Counting those in-between notes, there are twelve notes before the pattern repeats.[1][2]

Two pairs with no gap

Look at a piano: black keys sit between most white keys, but not between B and C, or between E and F. Those two pairs are neighbours with nothing in between. Every other pair of neighbouring letters has one note between them. On the guitar you cannot see this, which is why it helps to learn it by name. This one irregularity explains most of the patterns you will meet in later Lessons.[1][3]

New words

Octave
The same note name, twelve notes higher.
Sharp
A sign (♯) that raises a note to the next note up.
Flat
A sign (♭) that lowers a note to the next note down.

Remember

There are twelve notes. The letters repeat every octave, and B–C and E–F have no note between them.

Practice: Walk up the low E string

  1. Play your low E string open and say “E”.
  2. Move up one fret at a time, naming each note: F, F♯, G, G♯, A…
  3. Stop at the 12th fret: you are back on E, one octave higher.
  4. Say out loud which two steps had no sharp between them.

Check yourself

the answers given when this Lesson was finished
  1. How many different notes are there before the pattern repeats?
  2. Which pair of neighbouring letters has no note between them?
  3. What does a sharp do to a note?
musictheory.net — LessonsRicci Adams · siteShort, free interactive lessons. The pages on steps, accidentals and scales match the first Lessons.find it ↗
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