A triad is simply a chord built of 3 notes that are based on thirds.
The first thing we should notice is that there are 2 types of thirds:
2 Types of Thirds:
Major 3rd -> 4 semi-tones
Minor 3rd -> 3 semi-tones
A semi-tone is the distance between 2 adjacent keys on a piano when counting both white and black keys. This measure can be referred to as an interval.
|
If we simply add two 3rds to a C note, we get the C Major triad.
C Major triad
C E G
1 3 5 <- all Major triads will use this formula
From C to E is a Major 3rd and from E to G is a minor 3rd
|
The numbers underneath the notes correspond to there value within a scale:
C Major Scale
C D E F G A B C
1 2 3 4 5 6 7 1
|
If we use the same method only switch the order of the thirds we can get a minor triad. So, the first 3rd will be a Minor 3rd and the second will be a Major 3rd.
So lets take the C Major scale and create the C minor triad. We'll start with a minor 3rd and then add a major 3rd.
C Minor Triad
C D# G
1 b3 5 <- all minor triads will use this formula
Note that the first 3rd is flattened to create D#
From C to D# is a minor 3rd and from D# to G is a Major 3rd
|
Lets stop for a moment and clarify a few things. Triads are made by adding thirds to the root note of scales (this would be C for the C Major Scale). There are 2 types of thirds...the major thirds and the minor thirds. When we add 2 thirds to the root note where the 1st is a major third and the 2nd is a minor third, we get a major triad. When the 1st third is minor and the 2nd is major, we get a minor triad. Hopefully this clears up any previous confusion.
Now for the last type of triad: Diminished. The diminished triad is formed by adding 2 minor thirds to the root note:
C Diminished Triad
C D# F#
1 b3 b5 <- all diminished triads will use this formula
Note that the thirds are flattened to create D# and F#
From C to D# is a minor 3rd and from D# to F# is a minor 3rd
|
It's fairly simple to create triads with the following formulas:
Major Triad -> 1 3 5
Minor Triad -> 1 b3 5
Diminished Triad -> 1 b3 b5
|
From these formulas we can apply them to the corresponding major scales to get major, minor, and diminished triads.