Concept
Logarithms - Tables - Early works to 1800
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A triangular canon logarithmical: or, a table of artificial sines and tangents, To every Degree and Minute of the Quadrant. The Common Radius being 10.0000000. With a table of logarithms, From an unit to 10000.
Date: 1701- Books
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Mathematical tables, or Tables of logarithms, sines, tangents, right ascension and declination of the sun, and seventy fixed stars of the first and second magnitudes, moon's parallax, difference of parallax and refraction, for finding the moon's true altitude, &c. &c. Illustrated by an essay on the nature, investigation, and application of logarithms, &c. to every useful species of calculation in trigonometry, navigation and astronomy. By Benjamin Donn, professor of mathematics and natural philosophy, Bristol.
Donne, Benjamin, 1729-1798.Date: 1789- Books
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Mathematical tables; containing logarithms of numbers, logarithmic sines, Tangents, And Secants, Natural Sines, Traverse Table, Table Of Meridional Parts, Table For Double Altitudes; and various other tables useful in navigation and practical geometry. Also, tables of compound interest, Probabilities of Life, and Annuities for Years and Lives. Compiled by Robert Hamilton, LL. D. Professor of Natural Philosophy in the Marischal College, Aberdeen.
Hamilton, Robert, 1743-1829.Date: MDCCXC. [1790]- Books
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Logarithmic tables, Containing the logarithms of all numbers from 1 to 10,000. Together with the logarithms of the sines and tangents of every degree and minute of the quadrant. To which is added a table of natural sines of the same extent, the radius being unity, or I. With an abstract of the arithmetic of logarithms, and their application to the general mensuration of bodies. To which is also added, an appendix of projectiles in a non-resisting medium. Printed for the use of the gentlemen of the Military and Marine Academy, Belmont, Summer-hill, Dublin. By David Bates, principal.
Bates, David, active 1784.Date: 1781- Books
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A table of logarithm numbers, from one to ten thousand: Whereby the Logarithm of any Number Under Four Hundred Thousand may be readily discovered.
Date: MDCCVII. [1707]