1,760 results
- Books
- Online
The principles of algebra: or the true theory of equations established on mathematical demonstration. Part the second. By William Frend.
Frend, William, 1757-1841.Date: 1799- Books
- Online
Elements of algebra.
Trail, William, 1746-1831.Date: MDCCLXXVI. [1776]- Books
- Online
An introduction to algebra; with notes and observations; designed for the use of schools and places of public education. By John Bonnycastle, of the Royal Military Academy, Woolwich.
Bonnycastle, John, approximately 1760-1821.Date: MDCCC. [1800]- Books
- Online
Observations on the limits of algebraical equations; and a general demonstration of Des Cartess̀ rule for finding their number of affirmative and negative roots. By the Rev. Isaac Milner, M. A. Fellow of Queen's College, Cambridge. Read at the Royal Society, Feb. 26, 1778.
Milner, Isaac, 1750-1820.Date: MDCCLXXVIII. [1778]- Books
- Online
Elements of algebra. For the use of students in universities. Third edition. To which is added an appendix.
Trail, William, 1746-1831.Date: M,DCC,LXXXIX. [1789]- Books
- Online
A treatise of algebra, in three parts. Containing I. The fundamental rules and operations. II. The composition and resolution of equations of all degrees; and the different affections of their roots. III. The application of algebra and geometry to each other. To which is added an appendix, concerning the general properties of geometrical lines. By Colin Maclaurin, M. A. late Professor of Mathematics in the University of Edinburgh, and Fellow of the Royal Society.
Maclaurin, Colin, 1698-1746.Date: M.DCC.XLVIII. [1748]- Books
- Online
Elements of algebra. For the use of students in universities.
Trail, William, 1746-1831.Date: 1796- Books
- Online
A synopsis of algebra. Being the posthumous work of John Alexander, of Bern in Swisserland. To which is added an appendix by Humfrey Ditton. For the Use of the Two Mathematical Schools in Christ's Hospital, London. Done from the Latin by Sam. Cobb, M. A.
Alexander, Johannes, -approximately 1690.Date: MDCCIX. [1709]- Books
- Online
The elements of that mathematical art, commonly called algebra. Compiled by John Kersey.
Kersey, John, 1616-1690?.Date: 1709- Books
- Online
The young algebraist's companion, or, a new and easy guide to algebra; ... The second edition corrected. To which is added, an appendix ... By Daniel Fenning, ...
Fenning, Daniel.Date: 1751- Books
- Online
Elements of algebra, By Leonard Euler. Translated from the French, with the critical and historical notes of M. Bernoulli. To which are added the additions of M. De la Grange; some original notes by the translator; memoirs of the life of Euler, with an estimate of his character; and a praxis to the whole work, consisting of above two hundred examples. In two volumes.
Euler, Leonhard, 1707-1783.Date: 1797- Books
- Online
An introduction to algebra; with notes and observations; Designed for the Use of Schools and Places of Public Education. By John Bonnycastle, of the Royal Military Academy, Woolwich.
Bonnycastle, John, approximately 1760-1821.Date: MDCCXCVI. [1796]- Books
- Online
A treatise of algebra, in two books. Book I. Containing, the fundamental principles of this art. Together with all the practical rules of operation. Book II. Containing, a great variety of problems, in the most important branches of the mathematics.
Emerson, William, 1701-1782.Date: MDCCLXXX. [1780]- Books
- Online
An introduction to algebra; with notes and observations: Designed for the Use of Schools, and Places of Public Education. By John Bonnycastle, Author of the Scholar's Guide to Arithmetic, and a Treatise of Mensuration.
Bonnycastle, John, approximately 1760-1821.Date: 1782- Books
- Online
An introduction to algebra; with notes and observations : designed for the use of schools And Places Of Public Education. By John Bonnycastle, Of The Royal Military Academy, Woolwich.
Bonnycastle, John, approximately 1760-1821.Date: MDCCLXXXVIII. [1788]- Books
- Online
The elements of that mathematical art commonly called algebra, expounded in two books. By John Kersey. To which is added, lectures read in the School of Geometry in Oxford, Concerning the Geometrical Construction of Algebraical Equations; And the Numerical Resolution of the same by the Compendium of Logarithms. By Dr. Edmund Halley, Savilion Professor of Geometry in the University of Oxford.
Kersey, John, 1616-1690?.Date: MDCCXVII. [1717]- Books
- Online
A treatise of algebra, in three parts. Containing I. The fundamental Rules and Operations. II. The Composition and Resolution of Equations of all Degrees; and the different Affections of their Roots. III. The Application of Algebra and Geometry to each other. To which is added, an appendix, concerning the general properties of geometrical lines. By Colin Maclaurin, M. A. Late Professor of Mathematics in the University of Edinburgh, and Fellow of the Royal Society.
Maclaurin, Colin, 1698-1746.Date: 1779- Books
- Online
A treatise of algebra, in three parts. Containing I. The fundamental rules and operations. II. The composition and resolution of equations of all degrees; and the different affections of their roots. III. The application of algebra and geometry to each other. To which is added, an appendix, concerning the general properties of geometrical lines. By Colin Maclaurin, M.A. late professor of mathematics in the University of Edinburgh, and fellow of the Royal Society.
Maclaurin, Colin, 1698-1746.Date: 1796- Books
- Online
A treatise of algebra, in three parts. Containing I. The fundamental Rules and Operations. II. The Composition and Resolution of Equations of all Degrees; and the different Affections of their Roots. III. The Application of Algebra and Geometry to each other. To which is added, An appendix, concerning the general properties of geometrical lines. By Colin Maclaurin, M. A. Late Professor of Mathematics in the University of Edinburgh, and Fellow of the Royal Society.
Maclaurin, Colin, 1698-1746.Date: 1788- Books
- Online
A treatise of algebra, in three parts. Containing I. The fundamental Rules and Operations; II. The Composition and Resolution of Equations of all Degrees; and the different Affections of their Roots. III. The Application of Algebra and Geometry to each other. To which is added an appendix, concerning the general properties of geometrical lines. By Colin Maclaurin, M. A. Late Professor of Mathematicks in the University of Edinburgh, and Fellow of the Royal Society.
Maclaurin, Colin, 1698-1746.Date: 1771- Books
- Online
A treatise of algebra in two books: the first treating of the arithmetical, and the second of the geometrical part. By Philip Ronayne, gent.
Ronayne, Philip, 1683-1755.Date: 1717- Books
- Online
A treatise of algebra in two books: The first treating of the arithmetical, and the second of the geometrical part. The second edition with additions. By Philip Ronayne, gent.
Ronayne, Philip, 1683-1755.Date: M.DCC.XXVII. [1727]- Books
- Online
An easy introduction to algebra, with notes; Wherein the Rules are Demonstrated, and the Operations Explained, Adapted to the Use of Schools, and Those who study without a Tutor. To which is prefixed, an essay on the uses of the mathematics, with directions, To assist the Learner in their Attainment. By Charles Butler, Teacher of the Mathematics at Cheam School.
Butler, Charles, teacher of the mathematics at Cheam.Date: 1799- Books
- Online
The elements of algebra in a new and easy method; with their use and application, in the solution of a great variety of arithmetical and geometrical questions; by general and universal rules. To which is prefixed an introduction, containing a succinct history of this science. By Nathaniel Hammond, ...
Hammond, Nathaniel, -1776.Date: 1752- Books
- Online
The elements of algebra in a new and easy method; with their Use and Application, in the Solution of a great Variety of Arithmetical and Geometrical Questions; By general and universal Rules. To which is prefixed an Introduction, Containing A Succinct History of this Science. By Nathaniel Hammond, Of the Bank.
Hammond, Nathaniel, -1776.Date: MDCCLXXII. [1772]