 | Adrien Marie Legendre - 1863 - 464 páginas
...the second rule of Art. 4* To find the mantissa, drop the decimal point, thus reducing the decimal to a whole number. Find the mantissa of the logarithm...number, and it will be the mantissa required. Thus, log .0327 = 2.514548 log 378.024 = 2.577520 5°. To find the number corresponding to a given logarithm.... | |
 | Charles Davies - 1871 - 448 páginas
...4°. To find the logarithm of a decimal. 13. Find the characteristic by the second rule of (Art. 4). the logarithm of this number, and it will be the mantissa required. Thus, log .0327 = "2.514548 log 378.024 = 2.577520 6°. To find the number corresponding to a given logarithm.... | |
 | Charles Davies - 1872 - 464 páginas
...the second rule of Art. 4. To find the mantissa, drop the decimal point, thus reduc1ng the decimal to a whole number. Find the mantissa of the logarithm...number, and it will be the mantissa required. Thus, log .0327 = 2.514548 log 878.024 = 2.577520 6°. To find the number corresponding to a given logarithm,... | |
 | Adrien Marie Legendre - 1874 - 500 páginas
...the second rule of Art. 4. To find the mantissa, drop the decimal point, thus reduc1ng the decimal to a whole number. Find the mantissa of the logarithm...number, and it will be the mantissa required. Thus, log .0327 = 2.514548 log 378.024 = 2.577520 5°. To find the number corresponding to a given logarithm.... | |
 | William Findlay Shunk - 1880 - 362 páginas
...5.827943; that of 43467 is 4.638160. 5. If the number be a decimal, drop the decimal point, thus reducing it to a whole number. Find the mantissa of the logarithm...the logarithm of .0327 is 2.514548; that of 378.024 is 2.577520. TO FIND THE NUMBER CORRESPONDING TO A GIVEN LOGARITHM. 6. The rule is the reverse of those... | |
 | Charles Davies - 1883 - 614 páginas
...by the second rule of Art. 3. To find the mantissa, drop the decimal point and consider the decimal a whole number. Find the mantissa of the logarithm of this number as in preceding articles, and it will be the mantissa required. Thus, Log .0327 = 2.514548 Log .378024... | |
 | Charles Davies, Adrien Marie Legendre - 1885 - 538 páginas
...by the second rule of Art. 4. To find the mantissa, drop the decimal point, and consider the decimal a whole number. Find the mantissa of the logarithm of this number as in preceding articles, and it will be the mantissa required. Thus, log .0327 = 2.514548, log .378024... | |
 | William Findlay Shunk - 1890 - 360 páginas
...5.827943; that of 43467 is 4.638160. 5. If the number be a decimal, drop the decimal point, thus* reducing it to a whole number. Find the mantissa of the logarithm...the logarithm of .0327 is 2.514548; that of 378.024 ¡я 2.577520. TO FIND THE NUMBER CORRESPONDING TO A GIVEN LOGARITHM. 6. The rule is the reverse of... | |
 | William Findlay Shunk - 1908 - 386 páginas
...5.827943; that of 43407 is l.038100. 5. If the number be a decimal, drop the decimal point, thus /educing it to a whole number. Find the mantissa of the logarithm...the logarithm of .0327 is 2.514548; that of 378.024 is 2.577520. TO FIND THE NUMBEK CORRESPONDING TO A GIVEN LOGAR1THM. 6. The rule is the reverse of those... | |
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The rule is the reverse of those just given. Look in the table for the mantissa of the given logarithm. If it cannot be found, take out the next less mantissa, and also the corresponding number... 