 | Alfred Elwes - 1872 - 306 pages
...Students. By GR Smalley, BA, FRAS Fcap. 8vo. 3s. Qd. A Table of Anti-Logarithms ; containing to seTen places of decimals, natural numbers, answering to all Logarithms from '00001 to -99999 ; and an improved table of Gauss* Logarithms, by which maybe found the Logarithm of the sum or difference... | |
 | Greville John Chester - 1856 - 250 pages
...sewed. THE SAME. Printed on loose Cards, for use in the School or Lecture Room, in a Case. 5s. 6d. A TABLE OF ANTI-LOGARITHMS; containing to Seven Places...Numbers, answering to all Logarithms from 00001 to 99999 ; and an improved Table of Gauss's Logarithms. by which may be found the Logarithm to the sum or difference... | |
 | John Hind - 1856 - 346 pages
...sewed. THE SAME. Printed on loose Cards, for use in the School or Lecture Room, in a Case. 5s. lid. A TABLE OF ANTI-LOGARITHMS; containing to Seven Places...Numbers, answering to all Logarithms from 00001 to 99999 ; and an improved Table of Gauss's Logarithms, by which may be found the Logarithm to the sum or difference... | |
 | John Hind - 1856 - 176 pages
...sewed. THE SAME. Printed on loose Cards, for use in the School or Lecture Room, in a Case. 5s. (id. A TABLE OF ANTI-LOGARITHMS; containing to Seven Places...Numbers, answering to all Logarithms from 00001 to 99999 ; and an improved Table of Gauss's Logarithms, by which may be found the Logarithm to the sum or difference... | |
 | Thompson Cooper - Shorthand - 1858 - 164 pages
...prepared for Stndents in Geometry. By the Rev. J. Brasse, DD New Edition. Fcap. 8vo. Is. In case, os.M. A Table of Anti-Logarithms ; containing to seven places...answering to all Logarithms from -00001 to '99999 ; and an improved table of Gauss' Logarithms, by which may be found the Logarithm of the sum or difference... | |
 | Henry Vaughan - English poetry - 1858 - 326 pages
...prepared for Students in Geometry. By the Rev. J. Brasse, DD New Edition. Fcap. 8vo. Is. In case, 5s. 6rf. A Table of Anti-Logarithms ; containing to seven places...answering to all Logarithms from -00001 to '99999 ; and an improved table of Gauss' Logarithms, by which may be fonnd the Logarithm of the sum or difference... | |
 | Severn river - English poetry - 1859 - 408 pages
...for Students in Geometry. By the Rev. J, BEASSE, I).D. New Edition Fcap. 8vo. Is. In case, 5s. 6d. A TABLE OF ANTI-LOGARITHMS; containing to seven places...answering to all Logarithms from -00001 to '99999 ; and an improved table of Gauss' Logarithms, by which may be found the Logarithm of the sum or difference... | |
 | William Gifford, Sir John Taylor Coleridge, John Gibson Lockhart, Whitwell Elwin, William Macpherson, William Smith, Sir John Murray (IV), Rowland Edmund Prothero (Baron Ernle), George Walter Prothero - English literature - 1859 - 750 pages
...Students in Geometry. By tbc Rev. J, !'..,• \ -.-•, DI). Kac Edition Fcap. 8vo. Is. la case, 5s. 6ci A TABLE OF ANTI-LOGARITHMS; containing to seven places...answering to all logarithms from '00001 to '99999; and an improved table of Gauss' Logarithms, by which may be found the Logarithm of the sum or difference... | |
 | Margaret Gatty - 1859 - 248 pages
...Students in Geometry. By the Rev. J. Brasse, DD New Edition. Fcap. 8vo. Is. On cards, in case, 5s. 6d. A Table of Anti.Logarithms ; containing to seven places...answering to all Logarithms from '00001 to .99999 ; and an improved table ol' Gauss' Logarithms, by which may be found the Logarithm of the sum or dift'erence... | |
 | John Frederick Boyes - Books and reading - 1859 - 302 pages
...Students in Geometry. By the Rev. J. Brasse, Dl>. Ncw Edition. Fcup. 8vo. Is. On cards, in case, os. 6d. A Table of Anti-Logarithms ; containing to seven places...answering to all Logarithms from -00001 to '99999 ; and an improved table of Gauss' Logarithms, by which maybe found the Logarithm of the sum or difference... | |
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A Table of Anti-Logarithms ; containing to seven places of decimals, natural numbers, answering to all Logarithms from -00001 to -99999 ; and an improved table of Gauss' Logarithms, by which may be found the Logarithm of the sum or difference of two quantities. 
