11: Triadic Quality in Major

A chord is, very simply, what we call the simultaneous sounding of at least 2 different pitches. Chords have two key things that identify them—pun absolutely intended: first, the root of the chord which gives it its name; and second, the quality of the chord.

The most basic chords are what we call “triads”—they have three distinct notes. But, as I said just above, a chord is the simultaneous sounding of two or more pitches because there are situations in which you don’t need the third pitch to determine the quality.

The major scale is a good place to start looking for chords to build. A natural impulse, one which we will follow, is to simply start building chords on top of the notes of the scale. We will build bone fide triads for now, not omitting anything, even though we certainly could—we’ll start omitting soon. We’ll do this by imagining a C major scale that goes on as far as we need it to: C D E F G A B C D E F G A B C D E F G A B C …. And so on.

The scale itself starts on C, so let’s start there. C is the most important note of the C scale, so naturally, the C chord is going to be the most important chord built from this same scale.

To build the chord on C we’ll get from C major (spoiler alert, the chord itself will be C major), simply start from the note we intend to be the root, and stack two consecutive thirds.

C, then C plus a third is E, then E plus a third is G.  

For the next several chords, just do likewise:
D, D plus a third is F, F plus a third is A.
E, E plus a third is G, G plus a third is B.
F, F plus a third is A, A plus a third is C.
G, B, D.
A, C, E.
B, D, F.

Here, there are exactly three different qualities of triads, and whatever major scale you chose (try G quadruple flat for all I care [please don’t, that’s a terrible mess]—it’ll work exactly the same, I promise!).

Here are the possible qualities and how to find them:

a. If the bottom third is major, so is the triad
b. If the bottom third is minor and the top third is major, the triad is minor
c. If both triads are minor, the triad is diminished

With that in mind, the qualities will be the following:
The triad built on the first degree of a major scale will be major.
The triad built on the second degree of a major scale will be minor.
The triad built on the third degree of a major scale will be minor.
The triad built on the fourth degree of a major scale will be major.
The triad built on the fifth degree of a major scale will be major.
The triad built on the sixth degree of a major scale will be minor.
The triad built on the seventh degree of a major scale will be diminished.

We write this with Roman numerals—uppercase for major, lowercase for minor, and lowercase followed by what looks like a “degree” symbol for diminished: I, ii, iii, IV, V, vi, vii°. Again, this pattern of Roman numerals (and the qualities that they refer to) will be the same for any major scale you choose.



 

Comments

Popular posts from this blog

35: Figured Bass

58: Swell pedals and swell shades

54: Trills in the Baroque vs. Classical Periods