(INT) Minor/Diminished/Augmented Intervals Lesson

Minor/Diminished/Augmented Intervals

Treble Clef

In addition to major and perfect intervals; minor, augmented, and diminished intervals also exist. A diminished interval has one less half step than a perfect interval.

C to Gb would be a diminished fifth (6 half steps).

Since C to G is a perfect fifth (7 half steps), C to Gb would be a diminished fifth (6 half steps).

B to F is also a diminished fifth

B to F is also a diminished fifth (since B to F# is a perfect fifth).

C to F# would be an augmented fourth (6 half steps)

An augmented interval has one more half step than a perfect interval. Since C to F is a perfect fourth (5 half steps), C to F# would be an augmented fourth (6 half steps).

F to B is also an augmented fourth

F to B is also an augmented fourth (since F to Bb is a perfect fourth).

 C to A# is an augmented sixth (10 half steps).

Major intervals can be augmented by adding a half step. For example, since C to A is a major sixth (9 half steps), C to A# is an augmented sixth (10 half steps).

Db to B is also an augmented 6th (Since Db to Bb is a major sixth).

Db to B is also an augmented 6th (Since Db to Bb is a major sixth).

 C to Bb is a minor seventh (10 half steps)

Subtracting a half step from a major interval does not make it diminished; instead, it becomes minor. For example, since C to B is a major seventh (11 half steps), C to Bb is a minor seventh (10 half steps).

C to Bbb would be our diminished seventh (9 half steps).

Only after subtracting another half step does it become diminished. Thus, C to Bbb would be our diminished seventh (9 half steps).

Number of
half-steps

Minor, major,
or perfect intervals

Short

Augmented or
diminished intervals

Short

Widely used
alternative names

0

Perfect unison

P1

Diminished second

d2

 

1

Minor second

m2

Augmented unison

A1

  Half step

2

Major second

M2

Diminished third

d3

Whole step

3

Minor third

m3

Augmented second

A2

4

Major third

M3

Diminished fourth

d4

5

Perfect fourth

P4

Augmented third

A3

6

Diminished fifth

d5

Tritone

Augmented fourth

A4

7

Perfect fifth

P5

Diminished sixth

d6

8

Minor sixth

m6

Augmented fifth

A5

9

Major sixth

M6

Diminished seventh

d7

10

Minor seventh

m7

Augmented sixth

A6

11

Major seventh

M7

Diminished octave

d8

12

Perfect octave

P8

Augmented seventh

A7

In music, the terms consonance and dissonance form a dichotomy in which these terms make a distinction between levels of sweetness / harshness, pleasantness / unpleasantness, acceptability / unacceptability, of sounds or intervals.

Therefore notes that sound good or agreeable together when played at the same time are called consonant. Chords built only of consonances sound pleasant and "stable"; you can listen to one for a long time without feeling that the music needs to change to a different chord.

Notes that are dissonant can sound harsh or unpleasant when played at the same time. Or they may simply feel "unstable"; if you hear a chord with a dissonance in it, you may feel that the music is pulling you towards the chord that resolves the dissonance. Obviously, what seems pleasant or unpleasant is partly a matter of opinion.

Consonant Interval

Consonant Intervals: 
Minor Third, Major Third, Perfect Fourth, Perfect Fifth, Minor Sixth, Major Sixth, Octave.

Dissonant Intervals

Dissonant
Minor Second, Major Second,  Tritone, Minor Seventh, Major Seventh

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