Definition of Cologarithms

1. Noun. (plural of cologarithm) ¹

¹ Source: wiktionary.com

Definition of Cologarithms

1. cologarithm [n] - See also: cologarithm

Lexicographical Neighbors of Cologarithms

colocations
colocentesis
colocholecystostomy
colocolic
colocolo
colocolostomy
colocutaneous fistula
colocynth
colocynthin
colocynthis
colocynths
colocystoplasty
coloenteritis
colog
cologarithm
cologarithms (current term)
cologne
cologne water
cologned
colognes
cologs
colohepatopexy
coloileal fistula
cololysis
colombard
colombards
colombium
colombophile
colominic acid
colon

Literary usage of Cologarithms

Below you will find example usage of this term as found in modern and/or classical literature:

1. Plane and Spherical Trigonometry by Arthur Graham Hall, Fred Goodrich Frink (1910)
"cologarithms. The logarithms of divisors have to be subtracted. ... There is no advantage in using cologarithms when but two factors are involved. ..."

2. Plane Trigonometry and Applications by Ernest Julius Wilczynski (1914)
"cologarithms. Since we obtain the same result whether we divide Nby M, ... There is no gain, however, from the use of cologarithms when we are dealing with ..."

3. Plane and Spherical Trigonometry: And Four-place Tables of Logarithms by William Anthony Granville (1909)
"When a computation is to be made in which several factors occur in the denominator of a fraction, it is more convenient to add the cologarithms of the ..."

4. Logarithmic and Trigonometric Tables by Herbert Ellsworth Slaught (1914)
"cologarithms. Since we obtain the same result whether we divide N by M, ... There is no gain, however, from the use of cologarithms when we are dealing with ..."

5. Computation Rules and Logarithms: With Tables of Other Useful Functions by Silas Whitcomb Holman (1918)
"cologarithms = Logarithms of Reciprocals. — The colog of any number p is the logarithm of the reciprocal of the number. ..."

6. Plane and Spherical Trigonometry by Edwin Charles Goddard, Elmer A Lyman (1900)
"cologarithms. In examples involving multiplications and divisions it is more convenient, if n is any divisor, to add log - than to subtract log n. ..."

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