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University of Michigan. Libraries
9
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Ann Arbor, Michigan: University of Michigan Library
9
Baltimore,: Kelly, Piet & co.,
1
Boston,, Cambridge,: J. Monroe and company,
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New York,: A. S. Barnes & co.,
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New York,: A. S. Barnes & co.; [etc., etc.]
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New York,: Barnes & Burr; [etc., etc.]
1
New York,: G. P. Putnam,
1
New York,: Sheldon & company,
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New-York,, London,: D. Appleton & co.,
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Philadelphia,: Lippincott, Grambo & co.,
1
Language
eng
9
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text
9
Topic
Trigonometry
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9
Geometry
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1.
Elements of trigonometry, plane and spherical, with its application to navigation and surveying, nautical and practical astronomy and geodesy, with logarithmic, trigonometrical, and nautical tables ... By the Rev. C. W. Hackley.
2.
Elements of geometry and trigonometry, from the works of A. M. Legendre. Adapted to the course of mathematical instruction in the United States, by Charles Davies.
3.
Elements of trigonometry, plane and spherical, with its application to navigation and surveying, nautical and practical astronomy and geodesy, with logarithmic, trigonometrical, and nautical tables ... By the Rev. C. W. Hackley.
4.
Plane and solid geometry. To which is added plane and spherical trigonometry and mensuration. Accompanied with all the necessary logarithmic and trigonometric tables. By George R. Perkins, LL. D.
5.
An elementary treatise on plane and spherical trigonometry, with their applications to navigation, surveying, heights and distances, and spherical astronomy, and particularly adapted to explaining the construction of Bowditch's navigator, and the nautical almanac. By Benjamin Peirce ...
6.
A treatise on special or elementary geometry. Part III ... In four parts. Including plane, solid, and spherical geometry, and plane and spherical trigonometry, with the necessary tables. By Edward Olney.
7.
A treatise on plane and spherical trigonometry.
8.
Elements of trigonometry, plane and spherical. By Lefebure de Fourcy. Tr. from the last French ed., by Francis H. Smith. With tables of logarithms.
9.
Elements of geometry and trigonometry, from the works of A. M. Legendre. Revised and adapted to the course of mathematical instruction in the United States, by Charles Davies.