| Henry Briggs, John Wallis, Edmond Halley, Abraham Sharp - Logarithms - 1706 - 64 pages
...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 - Science - 1706 - 359 pages
...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... | |
| Henry Briggs, John Wallis, Edmond Halley, Abraham Sharp - Mathematics - 1717 - 64 pages
...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... | |
| John Keill - Trigonometry - 1733 - 397 pages
...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 - Mathematics - 1742 - 110 pages
...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;... | |
| Henry Sherwin - Mathematics - 1742 - 110 pages
...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)., John Lowthorp - Science - 1749
...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... | |
| Henry Sherwin - Mathematics - 1761 - 110 pages
...mean Proportional is to that infinite number of the like and equal ratiuncults between any two other **terms, as the 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, whofe Number is 100000, ÖV. in... | |
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