Interval

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Intervals in music theory are the distances between two notes, the first note is usually named the 'root' note. Here are the intervals as applied against the root note C:

C + C (of the same octave) = perfect unison

C + Db (one semitone above) = diminished 2nd, or b9

C + D (one whole tone) = major 2nd (or 9th)

C + D# = augmented 2nd, or #9th (equivalent to minor 3rd, but technically any C to any D is a "2nd" or a "9th").

C + Eb (sounds the same as above) = a minor 3rd

C + E = a major 3rd

C + F = a perfect 4th, or 11th

C + F# = an augmented 4th, or #11th

C + Gb (sounds the same as above) = A diminished 5th, or a tritone

C + G = a perfect 5th

C + G# = augmented 5th, #5th

C + Ab = a minor 6th, b13th

C + A = a major 6th, 13th

C + A# = augmented 6th, or #13

C + Bb (sounds the same as above) = minor 7th

C + B = major 7th


These intervals can be stacked to create chords, every chord must contain 3 or more notes (2 intervals minimum) otherwise it is known as a harmony, These are commonly called: double-stops and power chords.


Below are the two most common types of chords and their interval formula's


Major:

Root, Major 3rd, Perfect fifth


Minor :

Root, Minor 3rd, Perfect fifth

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