Chords Declassified 2

Chords Declassified!

Banjo Chord Theory Part 2

Intervals

 

Intervals have all kinds of interesting names. There are Major, Minor, Augmented, Diminished and Perfect intervals. There are also 2nds, 3rds, 4ths, 5ths, 6ths, 7ths and 8ths (Octave) intervals.

 


The Major Chord Intervals

 

An interval is the distance between two notes measured from the lowest pitched note. To demonstrate interval distance, we’ll use the length of the fourth string to construct the notes of a G major chord G-B-D.

Starting at G on the 5th fret, we count up four frets to get a B note at the 9th fret. From that B note, we count up three more frets to the D at the 12th fret.

The illustration shows how the G, B and D notes found along the length of the fourth string translate over to the fourth, third and second strings forming a G major chord form at the fifth fret.

A four fret interval plus a three fret interval built on top forms a G Major Chord Triad.

4+3 frets = G Major

 

 


 

The Major Chord

 

Rearranging the notes of a G chord triad does not change the basic sound. Using the same three G-B-D notes shown in red along the fourth string, here are the Root, 1st and 2nd inversions of a G triad chord. Here are the three standard G major chord forms up the neck in 3 positions. The chord forms include the octave note on the first string.

Root G Major Chord = G – B – D – (G)

1st Inversion = B – D – G – (B)

   2nd Inversion = D – G – B – (D)

 

 

 

 

 

 

 

 

 


 

The Minor Chord

 

 

 

To make a Minor chord we simply reverse the intervals. This produces a G-Bb-D minor triad.

3+4 frets = G Minor Root Chord

 

G Minor Root chord = G – Bb – D – (G )

1st Inversion = Bb – D – G – (Bb)

2nd Inversion = D – G – Bb – (D)

 

 

 

 

 

Conclusion: Almost all common chords are made up of 4 and 3 fret distances:

Major = 4+3

Minor = 3+4

Diminished = 3+3

Augmented = 4+4

Dominant = 4+3+3