
Definition of Antilogarithm
1. Noun. The number of which a given number is the logarithm.
Definition of Antilogarithm
1. n. The number corresponding to a logarithm. The word has been sometimes, though rarely, used to denote the complement of a given logarithm; also the logarithmic cosine corresponding to a given logarithmic sine.
Definition of Antilogarithm
1. Noun. (mathematics) The number of which a given number is the logarithm (to a given base). ¹
¹ Source: wiktionary.com
Definition of Antilogarithm
1. [n S]
Medical Definition of Antilogarithm
1.
Antilogarithm Pictures
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Lexicographical Neighbors of Antilogarithm
Literary usage of Antilogarithm
Below you will find example usage of this term as found in modern and/or classical literature:
1. School Algebra by George Wentworth, David Eugene Smith (1913)
"antilogarithm. The number corresponding to a given logarithm is called an ...
Find the antilogarithm of 3.4265. Looking for the mantissa 0.4265, ..."
2. Higher Arithmetic by George Wentworth, David Eugene Smith (1919)
"Find the antilogarithm of 3.4265. Looking in the table for the mantissa 0.4265,
we find that it is opposite 2.6 in column N and under column 7. ..."
3. Academic Algebra by George Wentworth, David Eugene Smith (1913)
"antilogarithm. The number corresponding to a given logarithm is called an ...
Find the antilogarithm of 3.4265. Looking for the mantissa 0.4265, ..."
4. Plane Trigonometry and Tables by George Wentworth, David Eugene Smith (1914)
"antilogarithm. The number corresponding to a given logarithm is called an ...
Finding the antilogarithm. An antilogarithm is found from the tables by ..."
5. Elements of Algebra by George Albert Wentworth (1895)
"antilogarithm of 3.6330. Number corresponding to 0.633i1 is 4290+/.fa of 10=4295.
... antilogarithm of 2.5310. Number corresponding to 0.5310 is 3390+TÂ«я of ..."
6. Logarithmic Tables by George William Jones (1898)
"Take out the fourfigure antilogarithm of the tabular mantissa next less than
the given mantissa, and to it join the quotient of the difference of these two ..."