| Charles de Neuvéglise - Mathematics - 1700
...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
...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 - 103 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 - Mathematics - 1708 - 430 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 - 64 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
...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 - 110 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... | |
| Henry Sherwin - Logarithms - 1742 - 110 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
...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 - 110 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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