Identifying the interval from A♭ to D♯
This is a very theoretical question but it's confusing me a little.
So intervals overlap - That's why I can call a major 3rd a diminished 4th, and such.
However, from what I understand, a perfect 5th only overlaps with a diminished 6th. You cannot refer to a 7 semitone interval using a 4th because the "biggest" fourth, augmented fourth, is a diminished 5th.
So consider this (treble clef):
What would you call the interval here? From what I understand it should be called a 4th because of the distance between the notes. But that's impossible.
theory intervals
New contributor
add a comment |
This is a very theoretical question but it's confusing me a little.
So intervals overlap - That's why I can call a major 3rd a diminished 4th, and such.
However, from what I understand, a perfect 5th only overlaps with a diminished 6th. You cannot refer to a 7 semitone interval using a 4th because the "biggest" fourth, augmented fourth, is a diminished 5th.
So consider this (treble clef):
What would you call the interval here? From what I understand it should be called a 4th because of the distance between the notes. But that's impossible.
theory intervals
New contributor
add a comment |
This is a very theoretical question but it's confusing me a little.
So intervals overlap - That's why I can call a major 3rd a diminished 4th, and such.
However, from what I understand, a perfect 5th only overlaps with a diminished 6th. You cannot refer to a 7 semitone interval using a 4th because the "biggest" fourth, augmented fourth, is a diminished 5th.
So consider this (treble clef):
What would you call the interval here? From what I understand it should be called a 4th because of the distance between the notes. But that's impossible.
theory intervals
New contributor
This is a very theoretical question but it's confusing me a little.
So intervals overlap - That's why I can call a major 3rd a diminished 4th, and such.
However, from what I understand, a perfect 5th only overlaps with a diminished 6th. You cannot refer to a 7 semitone interval using a 4th because the "biggest" fourth, augmented fourth, is a diminished 5th.
So consider this (treble clef):
What would you call the interval here? From what I understand it should be called a 4th because of the distance between the notes. But that's impossible.
theory intervals
theory intervals
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New contributor
edited 14 mins ago
Richard
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43k697185
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asked 1 hour ago
fishamitfishamit
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You're correct; it should be called a fourth!
But since "augmented fourth" won't be big enough for this, we kind of had to make up a term, and the world of music theory collectively decided upon calling this interval a doubly augmented fourth. This just means that it's one half step larger than an augmented fourth. (As such, the augmented fourth is not really the "biggest" fourth possible.)
The same is true for diminished intervals; a half step smaller than a diminished sixth will be a doubly diminished sixth.
Any interval can overlap with (or, in more theoretical terms, "be enharmonic to") another interval. A perfect fifth could, in theory, be enharmonic to a triply augmented third—not that you'll encounter those very often!
This is the best way to explain doubly-augmented intervals I've heard. +1!
– user45266
16 mins ago
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You're correct; it should be called a fourth!
But since "augmented fourth" won't be big enough for this, we kind of had to make up a term, and the world of music theory collectively decided upon calling this interval a doubly augmented fourth. This just means that it's one half step larger than an augmented fourth. (As such, the augmented fourth is not really the "biggest" fourth possible.)
The same is true for diminished intervals; a half step smaller than a diminished sixth will be a doubly diminished sixth.
Any interval can overlap with (or, in more theoretical terms, "be enharmonic to") another interval. A perfect fifth could, in theory, be enharmonic to a triply augmented third—not that you'll encounter those very often!
This is the best way to explain doubly-augmented intervals I've heard. +1!
– user45266
16 mins ago
add a comment |
You're correct; it should be called a fourth!
But since "augmented fourth" won't be big enough for this, we kind of had to make up a term, and the world of music theory collectively decided upon calling this interval a doubly augmented fourth. This just means that it's one half step larger than an augmented fourth. (As such, the augmented fourth is not really the "biggest" fourth possible.)
The same is true for diminished intervals; a half step smaller than a diminished sixth will be a doubly diminished sixth.
Any interval can overlap with (or, in more theoretical terms, "be enharmonic to") another interval. A perfect fifth could, in theory, be enharmonic to a triply augmented third—not that you'll encounter those very often!
This is the best way to explain doubly-augmented intervals I've heard. +1!
– user45266
16 mins ago
add a comment |
You're correct; it should be called a fourth!
But since "augmented fourth" won't be big enough for this, we kind of had to make up a term, and the world of music theory collectively decided upon calling this interval a doubly augmented fourth. This just means that it's one half step larger than an augmented fourth. (As such, the augmented fourth is not really the "biggest" fourth possible.)
The same is true for diminished intervals; a half step smaller than a diminished sixth will be a doubly diminished sixth.
Any interval can overlap with (or, in more theoretical terms, "be enharmonic to") another interval. A perfect fifth could, in theory, be enharmonic to a triply augmented third—not that you'll encounter those very often!
You're correct; it should be called a fourth!
But since "augmented fourth" won't be big enough for this, we kind of had to make up a term, and the world of music theory collectively decided upon calling this interval a doubly augmented fourth. This just means that it's one half step larger than an augmented fourth. (As such, the augmented fourth is not really the "biggest" fourth possible.)
The same is true for diminished intervals; a half step smaller than a diminished sixth will be a doubly diminished sixth.
Any interval can overlap with (or, in more theoretical terms, "be enharmonic to") another interval. A perfect fifth could, in theory, be enharmonic to a triply augmented third—not that you'll encounter those very often!
edited 9 mins ago
answered 1 hour ago
RichardRichard
43k697185
43k697185
This is the best way to explain doubly-augmented intervals I've heard. +1!
– user45266
16 mins ago
add a comment |
This is the best way to explain doubly-augmented intervals I've heard. +1!
– user45266
16 mins ago
This is the best way to explain doubly-augmented intervals I've heard. +1!
– user45266
16 mins ago
This is the best way to explain doubly-augmented intervals I've heard. +1!
– user45266
16 mins ago
add a comment |
fishamit is a new contributor. Be nice, and check out our Code of Conduct.
fishamit is a new contributor. Be nice, and check out our Code of Conduct.
fishamit is a new contributor. Be nice, and check out our Code of Conduct.
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