81 results
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Selections of the elementary propositions in plane and spherical trigonometry; To which are added astronomical extracts. For the use of the under graduates of Trinity College, Dublin.
Date: 1797- Books
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A new and complete treatise of spherical trigonometry: in which are contained the orthographic, analytical, and logarithmical solutions of the several cases of spherical triangles, Whether right-angled or oblique; A Comprehensive Theory of the fluxions of these Triangles; and A Variety of Curious and Interesting Particulars not to be met with in any other treatise upon this Subject. Carefully translated from the French of Mr. Mauduit, by W. Crakelt.
Mauduit, Antoine-René, 1731-1815.Date: MDCCXCI. [1791]- Books
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A treatise of trigonometry, plane and spherical, theoretical and practical. In which the several cases of plane and spherical triangles are solved, instrumentally and arithmetically. As likewise a Treatise of Stereographic and Orthographic Projection of the Sphere. In which the Principles and Theorems on which they depend, are clearly Demonstrated, and the Practice naturally deduced from those Demonstrations. Illustrated in the Stereographic Projection of the several Cases in Right and Oblique Angled, Spherical, Triangles: So that the Requisites may be found without Calculation, by Scale and Compass. To which is added a correct table of logarithms, sines, tangents and secants. By Sam Heynes, late Reader of the Mathematics to His Majesty's Engineers.
Heynes, Sam. (Samuel).Date: 1701- Books
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A treatise of trigonometry, plane and spherical, theoretical and practical. In which the several cases of plane and spherical triangles are solved, instrumentally and arithmetically. As likewise a Treatise of Stereographick and Orthographick Projection of the Sphere. In which the Principles and Theorems on which they depend, are clearly Demonstrated, and the Practice naturally deduced from those Demonstrations. Illustrated in the Stereographick Projection of the several Cases in Right and Oblique Angled, Spherical, Triangles: So that the Requisites may be found without Calculation, by Scale and Compass. The second edition, carefully corrected by the author Sam. Heynes, Teacher of the Mathematicks.
Heynes, Sam. (Samuel).Date: MDCCXVI. [1716]- Books
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Elements of plain and spherical trigonometry; together with the principles of spherick geometry, and the several projections of the sphere in plano. The whole Demonstrated and Illustrated with Useful Cases and Examples. By J. Harris, D.D.F.R.S.
Harris, John, 1667?-1719.Date: MDCCXXIII. [1723]- Books
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Elements of plain and spherical trigonometry; together with the principles of spherick geometry, and the several projections of the sphere in plano. The whole Demonstrated and Illustrated with Useful Cases and Examples. By J. Harris, A. M. F. R. S. and Chaplain to the Right Honourable the Lord-Keeper.
Harris, John, 1667?-1719.Date: MDCCXIV. [1714]- Books
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Trigonometry, plane and spherical; with the construction and application of logarithms. By Thomas Simpson, F.R.S.
Simpson, Thomas, 1710-1761.Date: MDCCLXV. [1765]- Books
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Trigonometry, plane and spherical; with the construction and application of logarithms. By Thomas Simpson, F.R.S.
Simpson, Thomas, 1710-1761.Date: MDCCLXXIX. [1779]- Books
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Trigonometry, plane and spherical; with the construction and application of logarithms. By Thomas Simpson, F.R.S.
Simpson, Thomas, 1710-1761.Date: 1799- Books
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The Elements of plane and spherical trigonometry.
Date: M.DCC.LXXXI. [1781]- Books
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The elements of trigonometry. Containing the properties, relations, and calculations of sines, tangents, secants, &c. The doctrine of the sphere, and the principles of plain and spherical trigonometry. All plainly and clearly demonstrated.
Emerson, William, 1701-1782.Date: MDCCLXIV. [1764]- Books
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The elements of trigonometry. Containing, the properties, relations, and calculations of sines, tangents, secants, &c. The doctrine of the sphere, and the principles of plain and spherical trigonometry. All plainly and clearly demonstrated.
Emerson, William, 1701-1782.Date: 1749- Books
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The elements of trigonometry. Containing the properties, relations, and calculations of sines, tangents, secants, &c. The doctrine of the sphere, and the principles of plain and spherical trigonometry. All plainly and clearly demonstrated.
Emerson, William, 1701-1782.Date: M.DCC.LXXXVIII. [1788]- Books
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Trigonometry, plane and spherical; with the construction and application of logarithms. By Thomas Simpson, F.R.S.
Simpson, Thomas, 1710-1761.Date: MDCCXLVIII. [1748]- Books
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Elements of plane and spherical trigonometry, written originally in Russian, and translated into English by the authors, Basil Nikitin, M.A. Inspector, and Prochor Souvoroff, M.A. Vice-Inspector, of the Imperial Academy of Cadets at Cronstadt.
Nikitin, Vasilii Nikitich, 1737-1809.Date: [1786?]- Books
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Elements of trigonometry, plain and spherical; applied to the most useful problems in heights and distances, astronomy and navigation: for the use of learners. By William Payne.
Payne, William, teacher of mathematics.Date: MDCCLXXII. [1772]- Books
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Harmonia trigonometrica; or, a short treatise of trigonometry: wherein the harmony between plane and spherical trigonometry is clearly exhibited, and thereby all the Difficulties and Perplexities of the latter are entirely removed; so that both are render'd equally easy, their similar Cases being solved by Theorems materially, and almost verbally the same.
Owen, Henry, 1716-1795.Date: M.DCC.XLVIII. [1748]- Books
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The elements of plain and spherical trigonometry; Also a short treatise of the nature and arithmetick of logarithms. By Doctor John Keil F.R.S. and late professor of Astronomy in Oxford. Translated by Samuel Cunn. And carefully corrected by S. Fuller.
Keill, John, 1671-1721.Date: M,DCC,XC. [1790]- Books
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A short compendium of trigonometry, both plain and spherical. By J.N. Together with the construction of the canon of sines and tangents.
J. N.Date: MDCCX. [1710]- Books
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The elements. Of plain and spherical trigonometry. Also a short treatise of the nature and arithmetick of logarithms. By Doctor John Keil, F. R. S. And late Professor of Astronomy in Oxford.
Keill, John, 1671-1721.Date: MDCCXXVI. [1726]- Books
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The elements of Euclid, viz. the first six books, together with the eleventh and twelfth. The Errors, by which Theon, or others, have long ago Vitiated these Books, are Corrected, And some of Euclid's Demonstrations are Restored. Also, the book of Euclid's Data, in like manner corrected. By Robert Simson, M D. Emeritus Professor of Mathematics in the University of Glasgow.
Euclid.Date: M,DCC,LXXII. [1772]- Books
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Trigonometry improv'd, and projection of the sphere, made easy. Teaching The Projection of the Sphere Orthographick, and Stereographick: As also, Trigonometry Plain and Spherical; with plain and intelligible Reasons for the various and most useful Methods, both in Projection and Calculation; with the Application of the whole to Astronomy, Dialling, and Geography. By Henry Wilson.
Wilson, Henry, 1673-1741.Date: MDCCXX. [1720]- Books
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The young trigonometer's new guide; containing The Elements of Plain and Spherical Trigonometry, deduced from the Principles of the Sphere in a Method entirely new; with the Analogies for solving all Cases, and Varieties of Triangles in every Way hitherto invented; with their Application to Practice. Together with The Principles of Fluxionary Trigonometry fully explained and exemplified in many useful Problems. also The Laws and Rules of the Stereographic Projection of the Sphere explained, and applied to the Delineation and Solution of Spherical Triangles, and the Construction of Maps and Dials. Illustrated by four copper-plates. By B. Martin.
Martin, Benjamin, 1705-1782.Date: [1772?]- Books
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Mathematical institutions. In three parts. I. Clavis II. Janua III. Ancilla The Key, Gate, Hand-maid, to the mathematical sciences. Wherein, the doctrine of plain and spherical triangles, is succinctly handled, geometrically demonstrated, arithmetically, geometrically, instrumentally performed; and practically apply'd to geometry, cosmography, geography, astronomy, sciographia, navigation, and theories of the planets. By Will. Leybourn, Philom.
Leybourn, William, 1626-1716.Date: MDCCIV. [1704]- Books
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Mathematical institutions. In three parts. I. Clavis II. Janua III. Ancilla The Key, Gate, Hand-maid, to the mathematical sciences. Wherein, the doctrine of plain and spherical triangles, is succinctly handled, geometrically demonstrated, arithmetically, geometrically, instrumentally performed; and practically apply'd to geometry, cosmography, geography, astronomy, sciographia, navigation, and theories of the planets. By Will. Leybourn, Philom.
Leybourn, William, 1626-1716.Date: MDCCIV. [1704]