Hemimean family: Difference between revisions
m add way to derive (49/45)/(25/24)^2 using S-expressions starting from the recognition of 3136/3125's ability to be expressed as a ratio of an ultraparticular and a semiparticular |
m →2.3.5.7.17.19 subgroup: fix & improve readability of formatting |
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Subgroup: 2.3.5.7.17.19 | Subgroup: 2.3.5.7.17.19 | ||
S-expression-based comma list: {[[1216/1215|S16/S18]], [[1445/1444|S17/S19]], [[1701/1700|S18/S20]](, [[ | S-expression-based comma list: { [[1216/1215|S16/S18]], [[1445/1444|S17/S19]], [[1701/1700|S18/S20]](, ([[136/135|S16*S17]])/([[190/189|S19*S20]]) = [[476/475|S16/S18 * S17/S19 * S18/S20]]) }. | ||
Comma list: 476/475, 1216/1215, 1445/1444 | Comma list: 476/475, 1216/1215, 1445/1444 | ||