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ARITHMETIC AND ALGEBRA.

Arithmetic.

For the Use of Schools and

Colleges. By the Rev. A. WRIGLEY, M.A. 38. 6d.

Principles and Practice of Arithmetic. Com

prising the Nature and Use of Logarithms, with the Computations employed by Artificers, Gagers, and Land Surveyors. Designed for the Use of Students. By the Rev. J. HIND, M.A., late Fellow and Tutor of Sidney Sussex College. Ninth Edition, with Questions. 48. 6d.

A Second Appendix of Miscellaneous Questions, (many of which have been taken from the Examination Papers given in the University during the last few years,) has been added to the present edition of this work, which the Author considers will conduce greatly to its practical utility, especially for those who are intended for mercantile pursuits.

KEY, with Questions for Examination. Second Edition. 58.

A Progressive Course of Examples in Arithmetic.

With Answers. By the Rev. JAMES WATSON, M.A., of Corpus Christi College, Cambridge, and formerly Senior Mathematical Master of the Ordnance School, Carshalton. Second Edition, revised and corrected. Fcp. 8vo. 2s. 6d.

Principles and Practice of Arithmetical Algebra,

established upon strict methods of Mathematical Reasoning, and illustrated by
Select Examples proposed during the last thirty years in the University of
Cambridge. Designed for the Use of Students. By the Rev. J. HIND, M.A.
Third Edition. 12mo, 58.

Designed as a sequel to the Arithmetic, and affording an easy transition from
Arithmetic to Algebra-the process being fully exemplified from the
Cambridge Examination Papers.

Elements of Algebra.

Designed for the Use of

Students in Schools and in the Universities. By the Rev. J. HIND, M.A. Sixth Edition, revised. 540 pp. 8vo. 10s. 6d.

Treatise on the Theory of Algebraical Equations.

By the Rev. J. HYMERS, D.D. Third Edition. 8vo. 108. 6d.

Published by Deighton, Bell, and Co., Cambridge.

3

TRIGONOMETRY.

Elementary Trigonometry. With a Collection of Examples. By T. P. HUDSON, M.Å., Fellow and Assistant Tutor of Trinity College. 38. 6d.

Elements of Plane and Spherical Trigonometry. With the Nature and Properties of Logarithms and the Construction and Use of Mathematical Tables. Designed for the use of Students in the University. By the Rev. J. HIND, M.A. Fifth Edition. 12mo. 6s.

Designed to enable the Student to become acquainted with the principles and applications of Trigonometry, without requiring of him anything more than a knowledge of the Elements of Geometry and a facility in the common operations of Arithmetic and Algebra.

Syllabus of a Course of Lectures upon Trigono

metry and the Application of Algebra to Geometry. 8vo. 78. 6d.

Solutions of the Trigonometrical Problems pro

posed at St. John's College, Cambridge, from 1829 to 1846. By the Rev. T. GASKIN, M.A. 8vo. 98.

MECHANICS AND HYDROSTATICS.

Elementary Hydrostatics. By W. H. BESANT, M.A.

Fcap. 8vo. 48.

Elementary Hydrostatics for Junior University Students. By R. POTTER, M.A., late Fellow of Queens' College, Cambridge, Professor of Natural Philosophy and Astronomy in University College, London. 78. 6d.

Written to supply a Text-book for a Junior Mathematical Class, and to include the various Propositions that can be solved without the Differential Calculus.

The author has endeavoured to meet the wants of students who may look to hydraulic engineering as their profession, as well as those who learn the subject in the course of scientific education.

Treatise on Hydrostatics and Hydrodynamics.

By W. H. BESANT, M.A. 8vo. 98.

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The Principles of Hydrostatics: an Elementary

Treatise on the Laws of Fluids and their Practical Application.
WEBSTER, M.A. 8vo. 78. 6d.

By Ť.

Problems in illustration of the Principles of

Theoretical Hydrostatics and Hydrodynamics. By W. WALTON, M.A. 8vo. 10s. 6d.

Elementary Problems in Statics and Dynamics. Designed for Candidates for Honours, first three days. By W. WALTON, M.A.

8vo. 10s. 6d.

The Propositions in Mechanics and Hydrostatics

which are required for those who are not Candidates for Honours. With Illustrations and Examples collected from various sources. By A. C. BARRETT, M.A. Third Edition. With additions and corrections. Crown 8vo. 68.

Mechanical Euclid: containing the Elements of

Mechanics and Hydrostatics. Demonstrated after the manner of the Elements of Geometry, containing Remarks on Mathematical Reasoning. By W. WHEWELL, D.D. Fifth Edition. 58.

Elementary Statics.

Or a Treatise on the

Equilibrium of Forces in one Plane, with numerous Examples.
ELLICOTT, B.A. 8vo. 48. 6d.

Elementary Statics.

By C. J.

By the Very Rev. H.

GOODWIN, D.D., Dean of Ely. Fcap. 8vo. 3s. cloth.

Elementary Dynamics. By H. GOODWIN, D.D.

Fcap. 8vo. 38. cloth.

Treatise on Statics containing the Theory

of the Equilibrium of Forces, and numerous Examples Illustrative of the General Principles of the Science. By the Rev. S. EARNSHAW, M.A. Fourth Edition. 8vo. 108.

Dynamics, or, a Treatise on Motion. To which

is added a Short Treatise on Attraction. By the Rev. S. EARNSHAW, M.A. Third Edition. 8vo. 148.

Published by Deighton, Bell, and Co., Cambridge.

MECHANICS AND HYDROSTATICS—continued.

5

A Treatise on the Dynamics of a Rigid Body.

By the Rev. W. N. GRIFFIN, M.A. 8vo. 68. 6d.

SOLUTIONS OF THE EXAMPLES. 8vo. 68.

Problems in illustration of the Principles of

Theoretical Mechanics. By W. WALTON, M.A. Second Edition. 8vo. 18s.

Treatise on the Motion of a Single Particle and

of two particles acting on one another. By A. SANDEMAN. 8vo. 88. 6d.

Of Motion. An Elementary Treatise. By the

Rev. J. R. LUNN, M.A., Fellow and Lady Sadleir's Lecturer of St. John's College. 8vo. 78. 6d.

This Book is adapted to those who have not a knowledge of the Differential Calculus, as well as to those who, having a knowledge of it, wish to confine themselves to the Elementary portions of the Science of Motion. An Appendix contains certain Geometrical properties of the Cycloid, and a number of Problems from recent Examination-Papers in the Senate House and St. John's College.

DIFFERENTIAL AND INTEGRAL CALCULUS.

Elementary Treatise on the Differential Calculus. By W. H. MILLER, M.A. Third Edition. 8vo. 68.

Elementary Treatise on the Differential Calculus,

in which the method of Limits is exclusively made use of. By the Rev. M. O'BRIEN, M.A. 8vo. 10s. 6d.

Treatise on the Differential Calculus. By W.

WALTON, M.A. 8vo. 108. 6d.

Treatise on the Integral Calculus: containing

the Integration of Explicit Functions of one Variable, together with the Theory of Definite Integrals and of Eliptic Functions. By the Rev. J. HYMERS, D.D. 8vo. 108. 6d.

Geometrical Illustrations of the Differential Calculus. By M. B. PELL. 8vo. 2s. 6d.

Examples of the Principles of the Differential

and Integral Calculus. Collected by D. F. GREGORY. Second Edition. Edited by W. WALTON, M.A. 8vo. 18s.

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Conic Sections. Their principal Properties proved
Geometrically. By W. WHEWELL, D.D., Master of Trinity.
Edition. 8vo. 2s. 6d.

Third

Geometrical Construction of a Conic Section. Subject to five Conditions of passing through given points and touching straight lines deduced from the properties of involution and anharmonic Ratio, with a variety of general properties of Curves of the Second Order. By the Rev. T. GASKIN, M.A. 8vo. 38.

Treatise on Conic Sections, and the application

of Algebra to Geometry. By the Rev. J. HYMERS, D.D. Third Edition.

8vo. 98.

A Treatise on the Application of Analysis to Solid Geometry. By D. F. GREGORY, M.A., and W. WALTON, M.A.

Second Edition. 8vo. 128.

Treatise on Analytical Geometry of Three

Dimensions. Containing the Theory of Curve Surfaces, and of Curves of Double Curvature. By J. HYMERS, D.D. Third Edition. 8vo. 10s. 6d. Problems in illustration of the Principles of

Plane Co-ordinate Geometry. By W. WALTON, M.A. 8vo. 168.

Elements of the Conic Sections.

Sections of the Conoids. 8vo. 48. 6d.

With the

By J. D. HUSTLER, B.D. Fourth Edition.

Treatise on Plane Co-ordinate Geometry.

Or

the Application of the Method of Co-Ordinates to the Solutions of Problems in Plane Geometry. By the Rev. M. O'BRIEN, M.A. 8vo. 98.

Solutions of the Geometrical Problems, consisting

chiefly of Examples, proposed at St. John's College, from 1830 to 1846. With an Appendix containing several General Properties of Curves of the Second Order, and the Determination of the Magnitude and Position of the axes of the Conic Section represented by the General Equation of the Second Degree. By the Rev. T. GASKIN, M.A. 8vo. 12s.

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