Edge Rewrite
// HTMLRewriter · presentation

This page was redesigned at the edge.

Cloudflare fetched the original article and streamed it through HTMLRewriter to apply an entirely new visual system without rebuilding the source page.

Jump to content

Talk:Major seventh

Page contents not supported in other languages.
Add topic
From Wikipedia, the free encyclopedia
Latest comment: 15 years ago by Glenn L in topic 9:5 ratio

9:5 ratio

[edit]

How can the 9:5 ratio (which forms an octave with the 10:9 minor tone) be called a "small major 7th"? Among 5-limit ratios, only 50:27 and 243:128 (a comma below and above the just 15:8) also qualify as major 7ths. 9:5 is a comma above the 16:9 Pythagorean minor 7th and is properly termed a just minor 7th. — Glenn L (talk) 18:11, 13 January 2011 (UTC)Reply

Update: I have located the article in question: Notes of Observations on Musical Beats. A(lexander) J. Ellis indeed refers to one of "The Major Sevenths 16:9" and the "Small Major Seventh 9:5". That is most unfortunate, since his other "Major Seventh [of] 15:8" is the only one correctly named as the inversion of the Minor Second called "Diatonic Semitone 16:15." His other two "Major Sevenths" are inversions of the "Major Tone 9:8 [and] Minor Tone 10:9" respectively (both Major Seconds), and are therefore properly Minor Sevenths. I respect Mr. Ellis very much, but his terminology here baffles me as much as the "16:9 and 15:8 [ratios] baffled" him. —— Glenn L (talk) 07:15, 14 January 2011 (UTC)Reply