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The '''undecimal diminished fifth''' of '''22/15''' is flat of [[3/2]] by [[45/44]], and is the interval between [[5/4]] and [[11/6]]. It is wider than [[16/11]] by exactly [[121/120]] and narrower than [[40/27]] by exactly [[100/99]]. Additionally, it is wider than [[352/243]] by exactly [[81/80]], which lends to it being called the '''undecimal acute ultra-diminished fifth'''. | The '''undecimal diminished fifth''' of '''22/15''' is flat of [[3/2]] by [[45/44]], and is the interval between [[5/4]] and [[11/6]]. It is wider than [[16/11]] by exactly [[121/120]] and narrower than [[40/27]] by exactly [[100/99]]. Additionally, it is wider than [[352/243]] by exactly [[81/80]], which lends to it being called the '''undecimal acute ultra-diminished fifth'''. | ||
5 steps of [[9edo]] is a good approximation of this interval. | 5 steps of [[9edo]] is a good approximation of this interval. | ||
== Approximation == | |||
{{Interval edo approximation|22/15}} | |||
== See also == | == See also == | ||
* [[15/11]] – its [[octave complement]] | * [[15/11]] – its [[octave complement]] | ||