 | Charles de Neuvéglise - 1700 - 1254 σελίδες
...which infinite Number of mean Proportionals is to that infinite Number of the like and equal Ratiunculx between any 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... | |
 | Henry Sherwin - 1706 - 430 σελίδες
...which infinite Number of Mean Proportionals is to that infinite Number of the like and equal RatiuncuU between any other two Terms, as the Logarithm of the...is to the Logarithm of the other. Thus if there be fuppofed between i and ю an infinite Scale of Mean Proportionals, whofe Number is IOOOOOC^T. in infinitum;... | |
 | Edmond Halley - 1706 - 412 σελίδες
...which infinite Number of mean Proportionals is to that infinite Number of the like and equal .ratiuncvU between any other two terms, as the Logarithm of the...is to the Logarithm of the other. Thus, if there be fuppofed between i and 10 an infinite Scale of mean Proportionals, whofe Number is 100000, ore. in... | |
 | Edmond Halley - 1708 - 414 σελίδες
...infinite Number of mean Proportionals is to that infinite Number of the like and equal ratiiojcutx between any other two terms, as the Logarithm of the...is to the Logarithm of the other. Thus, if there be fuppofed hetween i and TO an infinite Scale of mean Proportionals, whofe Number is IGOOOO, &c. . in... | |
 | Henry Sherwin - 1717 - 444 σελίδες
...of Mean 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 other. Thus if there be fuppofed between i and ю an infinite Scale of Mean Proportionals, whofe Number is IOOOOOCT-C. in infinit... | |
 | Royal Society (Great Britain) - 1722 - 722 σελίδες
...infinite Number of mean Proportionals is to that infinite Number of the like and equal Ratiuncnlae between any other two Terms, as the Logarithm of the...is to the Logarithm of the other. Thus if there be fuppofed between i and io an infinite Scale of mean Proportionals, whofe Number is IQOOOO,&C. in infinitumi... | |
 | Euclid, John Keill - 1733 - 444 σελίδες
...that infinite Number of Ratiunculae, is to another 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 other. But if inftead of fuppofing the Logarithms composed of a Number of equal Ratiunculae proportionable... | |
 | Henry Sherwin - 1742 - 438 σελίδες
...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 other. Thus if there be fuppos'd between i and ю an infinite Scale of mean Proportionals, whofc Number is lOQCtjO&c.iHittßtiitum;... | |
 | 1742 - 468 σελίδες
...infinite Tiumber of the like and equal ratittncula between any other two terms, as the Logarithm oí tie one ratio is to the Logarithm of the other. Thus if there be foppos'd between i and 10 an infinite Scale of mean Proportionals, whofe Number is i ooooo &c. in infinitam... | |
 | Royal Society (Great Britain) - 1749 - 674 σελίδες
...infinite Number of mean Proportionals is to that infinite Number of the like and equal Ratiunculae between any other two Terms, as the Logarithm of the...is to the Logarithm of the other. Thus if there be fuppofed between i and ю an infinite Scale of mean Proportionals, whofe Number is 100000, 'ÖV. in... | |
| |
... 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... 
