11/6: Difference between revisions

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{{Infobox Interval

~~| Icon =~~

~~| Ratio = 11/6~~

~~| Monzo = -1 -1 0 0 1~~

~~| Cents = 1049.36294~~

| Name = undecimal neutral seventh

| Color name = 1o7, ilo 7th

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}}

'''11/6''' is the undecimal neutral seventh of about 1049.4 [[cent~~|cents~~]]. It can be treated as a consonance in [[11-limit]] harmony, forming a part of such chords as 6:7:9:11 (1-[[7/6]]-[[3/2]]-11/6) and the [[neutral tetrad]] 18:22:27:33 (1-[[11/9]]-[[3/2]]-11/6).

'''11/6''' is the '''undecimal neutral seventh''' of about 1049.4 [[cent]]s. It can be treated as a consonance in [[11-limit]] harmony, forming a part of such chords as 6:7:9:11 (1-[[7/6]]-[[3/2]]-11/6) and the [[neutral tetrad]] 18:22:27:33 (1-[[11/9]]-[[3/2]]-11/6).

Coincidentally, the ratio between the most common musical tuning frequency (A440) and the most common electrical AC frequency (60hz) is an 11/6, but two octaves up.

Coincidentally, the ratio between the most common musical tuning frequency (A440) and the most common electrical AC frequency in the Americas (60hz) is like 11/6, but two octaves up (thus, [[22/3]]).

[[~~Category:~~11~~-limit~~]]

== Approximation ==

[[~~Category:interval~~]]

[[~~Category:just_interval~~]]

[[~~Category:neutral_seventh~~]]

== See also ==

[[Category:~~ratio~~]]

* [[12/11]] – its [[octave complement]]

[[Category:seventh]]

* [[Iceface tuning]]

~~[[Category:undecimal~~]]

* [[Gallery of just intervals]]

[[Category:Seventh]]

[[Category:Neutral seventh]]

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 {{Infobox Interval
-| Icon =
-| Ratio = 11/6
-| Monzo = -1 -1 0 0 1
-| Cents = 1049.36294
 | Name = undecimal neutral seventh
 | Color name = 1o7, ilo 7th
@@ Line 9: / Line 5: @@
 }}
-'''11/6''' is the undecimal neutral seventh of about 1049.4 [[cent|cents]]. It can be treated as a consonance in [[11-limit]] harmony, forming a part of such chords as 6:7:9:11 (1-[[7/6]]-[[3/2]]-11/6) and the [[neutral tetrad]] 18:22:27:33 (1-[[11/9]]-[[3/2]]-11/6).
+'''11/6''' is the '''undecimal neutral seventh''' of about 1049.4 [[cent]]s. It can be treated as a consonance in [[11-limit]] harmony, forming a part of such chords as 6:7:9:11 (1-[[7/6]]-[[3/2]]-11/6) and the [[neutral tetrad]] 18:22:27:33 (1-[[11/9]]-[[3/2]]-11/6).
-Coincidentally, the ratio between the most common musical tuning frequency (A440) and the most common electrical AC frequency (60hz) is an 11/6, but two octaves up.
+Coincidentally, the ratio between the most common musical tuning frequency (A440) and the most common electrical AC frequency in the Americas (60hz) is like 11/6, but two octaves up (thus, [[22/3]]).
-[[Category:11-limit]]
+== Approximation ==
-[[Category:interval]]
+{{Interval edo approximation|11/6}}
-[[Category:just_interval]]
-[[Category:neutral_seventh]]
+== See also ==
-[[Category:ratio]]
+* [[12/11]] – its [[octave complement]]
-[[Category:seventh]]
+* [[Iceface tuning]]
-[[Category:undecimal]]
+* [[Gallery of just intervals]]
+[[Category:Seventh]]
+[[Category:Neutral seventh]]