π΅ What Are Intervals?
An interval is the distance between two notes.
π― Example:
- C to E β Major 3rd
- E to G β Minor 3rd
Each interval has a sound and a shape on the guitar.
π§ Music Theory Basics (Know These First)
1 semitone = 1 fret
1 whole step = 2 frets
- Musical alphabet:
A B C D E F G
- Enharmonic notes:
C# = Db
,D# = Eb
, etc. - Major scale formula:
W W H W W W H
(W = whole step, H = half step)
π Common Intervals to Memorize
Interval Name | Semitones | Example (C as root) | Sound |
---|---|---|---|
Perfect Unison | 0 | C - C | Same note |
Minor 2nd | 1 | C - Db | Very tense |
Major 2nd | 2 | C - D | Step up |
Minor 3rd | 3 | C - Eb | Sad/somber |
Major 3rd | 4 | C - E | Happy |
Perfect 4th | 5 | C - F | Suspenseful |
Tritone | 6 | C - F# | Dissonant/devilish |
Perfect 5th | 7 | C - G | Strong/powerful |
Minor 6th | 8 | C - Ab | Warm/sad |
Major 6th | 9 | C - A | Sweet |
Minor 7th | 10 | C - Bb | Jazzy/tension |
Major 7th | 11 | C - B | Dreamy/leading |
Octave | 12 | C - C | Same pitch class |
πΈ Interval Shapes on Guitar (E & A Strings)
Assume you're starting from the 6th string (E) or 5th string (A):
- Root + Major 2nd β 2 frets forward, same string
- Root + Major 3rd β 1 string down, 1 fret back (diagonal)
- Root + Perfect 5th β 1 string down, 2 frets forward (power chord)
- Root + Octave β 2 strings down, 2 frets forward
π§ How to Practice Intervals (Daily Routine)
1. Learn shapes on one string
- Pick a root (e.g., G)
- Play: G β A (M2), G β B (M3), G β C (P4), etc.
- Ascend and descend
2. Sing them aloud
- Play and say: βG β Bβ¦ Major 3rdβ
- Builds ear training
3. Practice within a scale
- C Major scale: CβDβEβFβGβAβBβC
- Try jumps: C β E (M3), D β F (m3), E β G (m3), etc.
4. Apply to chords
- Major chord = Root + M3 + P5
- Minor chord = Root + m3 + P5
5. Improvise with intervals
- Pick 2 intervals (e.g., M3 & P5)
- Create short melodic phrases
π§ Bonus: Learn to Hear Intervals with Songs
Interval | Song (Ascending) |
---|---|
Minor 2nd | Jaws theme |
Major 2nd | Happy Birthday |
Minor 3rd | Greensleeves |
Major 3rd | When the Saints Go Marching In |
Perfect 4th | Here Comes the Bride |
Tritone | The Simpsons theme |
Perfect 5th | Star Wars theme |
Octave | Somewhere Over the Rainbow |
π§ βIsnβt C to E a Major 4th?β
Nope. Itβs a Major 3rd. Letβs break it down:
β Why?
In music theory, intervals are based on letter names, not just fret count.
C to E:
- C β D β E = 3 letter steps β Itβs a 3rd
- Count semitones:
- C β C# β D β D# β E = 4 semitones
β 4 semitones = Major 3rd
π€― Why Not Go by Frets Only?
Fret count gives you semitones, not the interval class.
- C to E = 4 semitones = Major 3rd
- C to F = 5 semitones = Perfect 4th
Even though both are only 1 fret apart, theyβre different intervals.
π Visual: C Major Scale Reference
Note | Distance from C | Interval | Semitones |
---|---|---|---|
C | 0 | Unison | 0 |
D | 2nd | Major 2nd | 2 |
E | 3rd | Major 3rd | 4 |
F | 4th | Perfect 4th | 5 |
G | 5th | Perfect 5th | 7 |
A | 6th | Major 6th | 9 |
B | 7th | Major 7th | 11 |
C | Octave | Octave | 12 |
πΈ On the Fretboard
- C = 8th fret on 6th string
- E = 12th fret β 4 frets higher = 4 semitones = Major 3rd
β Summary
β Semitones define the quality (major, minor, perfect)
β Letter names define the number (2nd, 3rd, 4th, etc.)
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