 | Charles de Neuvéglise - Mathematics - 1700 - 1254 pages
...feems to mean the Logarithm of the intermediate Ratio in a geometrical Series ; although the Words which infinite Number of mean Proportionals is to...other two Terms,- as the Logarithm of the one Ratio is tt the Logarithm of the other fecm to mean the fame, as íf he hsd tailed the Ratiuncula the mean Proportionals... | |
 | Edmond Halley - Science - 1706 - 412 pages
...meafured by the Number of ratiuncuU contained in each. Now thefe rativncula are fb to be underflood as in a continued Scale of Proportionals infinite...Proportionals is to that infinite Number of the like and equal .ratiuncvU between any other two terms, as the Logarithm of the one ratio is to the Logarithm of the... | |
 | Henry Sherwin - Logarithms - 1706 - 430 pages
...contained in each. Now thefe RatiuncuU are fo to be underftood, as in a continued Scale of Proportions, infinite in Number between the two Terms of the Ratio...Proportionals is to that infinite Number of the like and equal RatiuncuU between any other two Terms, as the Logarithm of the one Ratio is to the Logarithm of the... | |
 | Edmond Halley - Encyclopedias and dictionaries - 1708 - 414 pages
...mcafured by the Number of ratiuncul* cdntained in each. Now thefe ra.tivr.culf. are fb to be underftood as in a continued Scale of Proportionals infinite...Proportionals is to that infinite Number of the like and equal ratiiojcutx between any other two terms, as the Logarithm of the one ratio is to the Logarithm of the... | |
 | Henry Sherwin - 1717 - 444 pages
...contained m each. Now thefe RatiuncuU are fo to be underftood, as in a continued Scale of Proportions, infinite in Number between the two Terms of the Ratio...Proportionals is to that infinite Number of the like and equal RatiuncuU between any otjier two Terms, as the Logarithm of the one Ratio is to the Logarithm of the... | |
 | Royal Society (Great Britain) - Science - 1722 - 722 pages
...bemeafured by the Number of the Ratiuncula: contained in each. Now thefe Ratiunculae are to be fo underibod as in a continued Scale of Proportionals, infinite in Number between the two Terms of the Ratioy which infinite Number of mean Proportionals is to that infinite Number of the like and equal... | |
 | Henry Sherwin - Logarithms - 1742 - 438 pages
...by the number of гашпсн1<е, contain'd in each. Now thefc ratiancula arc fo to be underftood, as in a continued Scale of Proportionals, infinite...Proportionals is to that infinite number of the like and equal ratiuaculf between any other two terms, as tht Logarithm of the one ratio is to the Logarithm of the... | |
 | 1742 - 468 pages
...meafur'd by the number of ratiuuculœ, contain'd in each. Now thefe ratiuHCul¿e are fo to be underftood, as in a continued Scale of Proportionals, infinite...infinite number of mean Proportionals is to that infinite Tiumber of the like and equal ratittncula between any other two terms, as the Logarithm oí tie one... | |
 | Royal Society (Great Britain) - Science - 1749 - 674 pages
...meafured by the Number of the RatiuniuLe contained in each. Now thefe Ratiunculas are to be fo underftood as in a continued Scale of Proportionals, infinite...Proportionals is to that infinite Number of the like and equal Ratiunculae between any other two Terms, as the Logarithm of the one Ratio is to the Logarithm of the... | |
 | Henry Sherwin - Logarithms - 1761 - 442 pages
...meafured by the number of ratiunculx, contain'd in each. Now thefe ratiunculx are /b to be underftood, as in a continued Scale of Proportionals» infinite...terms of the ratio ; which, infinite number of mean Proportional is to that infinite number of the like and equal ratiuncults between any two other terms,... | |
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Now thefe rativncula are fb to be underflood as in a continued Scale of Proportionals infinite in Number between the two terms of the ratio, . which infinite Number of mean Proportionals is to that infinite Number of the like and equal... 
