 | Benjamin Martin - 1740 - 334 páginas
...next greater or next following in the Table ; and referve the Difference. Thirdly •, multiply the Difference, by the remaining Figures of the given Number ; and from the Produel cut off to the Right hand, fo many Figures as there were remaining in the given Number. N Fourthly;... | |
 | Thomas Hodson - 1802 - 556 páginas
...difference which (lands againft the logarithm in the column marked Difference, by the remaining figure or figures of the given number, and from the product cut off as many figures from the right hand fide as you multiplied by, and add the remainder to the logarithm of the firft... | |
 | Robert Gibson - 1806 - 486 páginas
...be found, and on the contrary, the number to any such logarithm, thus : 1 Find the log. of the first four figures of the given number 2. Take that log....in the given number, or as the given number is more that four (counting from the right to the left) as in decimals. 4. The whole number in the product,... | |
 | Thomas Hodson - 1806 - 488 páginas
...difference which. (lands againft the logarithm in the column marked Difference, by the remaining figure or figures of the given number, and from the product cut off as many figures from the righthand fide as you multiplied by, and add the remainder to the logarithm of the firft four... | |
 | Robert Gibson - 1808 - 482 páginas
...found, and on the contrary, the number to any such logarithm, thus, 1 . Find the log. of the first four figures of the given number. 2. Take that log....remaining figures of the given number ; and from the produc~h cut off as many figures as remain in the given number, or as the given number is more than... | |
 | Abel Flint - 1808 - 190 páginas
...greater Log. contained in the Table ; multiply the difference by the remaining figure or figures in the given Number, and from the Product cut off as many figures from the Right hand as remain in the given Number; add the figure or figures standing at the Left hand... | |
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... logarithm of that number. EXAMPLE. • Required, the logarithm of 365. Answer, 2.56229. And though most tables of logarithms run but to 10000, yet by them the log. of any number not exceeding 10,000,000 may be found, and on the contrary, the number... 