How is Built the Major 2 5 1 Progression?
The major 2 5 1 chord progression is made up of three basic chords constructed from the first, second and fifth degree of the major scale.
First of all, be sure to understand a fundamental theoretical element : The harmonization of the major scale which consists in building chords by stacking thirds on each degree of the major scale.
Chords of the 2 5 1 Progression
Let's say we're in the key of C major for this explanation. In C major, the second degree is D, the fifth degree is G, and the first degree is C.
So, the chords in a "2 5 1" progression in the key of C major would be:
- Dm7 (the ii chord, built on the second degree)
- G 7(the V chord, built on the fifth degree)
- Cmaj7 (the I chord, built on the first degree)
In Roman numerals, these chords would be represented as:
- ii - Dm7
- V - G7
- I - Cmaj7
Thus giving the following sequnce.
Dm7 | G7 | CM7 | % |
Therefore, the Roman numeral representation of the "2 5 1" progression in the key of C major would be ii-V-I.
This progression is often used as a cadential progression, leading smoothly from the tension of the V chord to the resolution of the I chord, providing a sense of closure and stability.