Today I'm going to write about a topic that would have come second in any reasonable course on music theory. But in the Blogging A-to-Z challenge, sometimes the cart does come before the ox. Because even though I've already shown you the German 6th chord, fugues, and a reasonable harmonization of a simple melody, today I'm going to show you intervals.
An interval is simply the distance between any two notes. If the distance is one note, we call that a second; two notes, a third; and so on, up to seven notes, which is an octave. (Two of the same notes are called a unison.)
For example, here are the intervals of the major scale:
In order, they are: unison, major 2nd, major 3rd, perfect 4th, perfect 5th, major 6th, major 7th, and octave. Not surprisingly, the minor scale has minor intervals instead:
Now the intervals are unison, minor 2nd, minor 3rd, perfect 4th, perfect 5th, minor 6th, minor 7th, and octave.
Interval training starts basic ear training. Musicians have to recognize intervals not only stacked like these two examples, but also played out. For example, here are a major 2nd, a minor 6th, and a perfect 4th played as a music teacher might do it:
How about a chart of all of the intervals, you say? OK:
Interval |
C to... |
Notation |
Unison |
C |
U |
Minor 2nd |
C#/Db |
m2 |
Major 2nd |
D |
M2 |
Minor 3rd |
D#/Eb |
m3 |
Major 3rd |
E |
M3 |
Perfect 4th |
F |
P4 |
Tritone |
F#/Gb |
Aug4/Dim5 |
Perfect 5th |
G |
P5 |
Minor 6th |
G#/Ab |
m6 |
Major 6th |
A |
M6 |
Minor 7th |
A#/Bb |
m7 |
Major 7th |
B |
M7 |
Octvave |
C |
U |