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MATHEMATICAL. The Propositions in Mechanics and Solutions of the Trigonometrical Hydrostatics, which are required of Ques 1 Problems proposed at St. John's College, tionists not Candidates for Honors, with Cambridge, from 1829 to 1846. By the Rev. Illustrations and Examples, collected from T. Gaskex, M.A. 8vo. 9s. various sources. By A. C. BARRETT, M.A. Second Edition. With additions and cor

The Geometrical Construction of rections. Crown 8vo. 6s.

a Conic Section, subject to Five Conditions

of passing through given Points and touchNotes on the Principles of Pure ing given Straight Lines, deduced from the

and Applied Mathematics. By the Rev. J. Properties of Involution and Anharmonic CHALLIS, M.A., F.R.S., Plumían Professor

Ratio ; with a variety of General Properties of Astronomy and Experimental Philosophy of Curves of the Second Order. By the

in the University of Cambridge. [Preparing. Rev. T. Gaskix, M.A. 8vo. 38. Dynamics; or a Treatise on Motion. A Series of Figures illustrative of To which is added. a short Trentise on At.

Geometrical Optics. From the German of tractions. By the Rev. S. EARNSHAW, M.A.,

Professor SCHELLBACH. Edited with Notes. of St. John's College, Cambridge. Third

&c., by the Rev. W. B. HOPKINS, M.A.. Edition. 8vo. 148.

late Fellow and Tutor of St. Catharine's A Treatise on Statics, containing

Hall, and late Fellow of Caius College, Cam

bridge. Demy folio, 108. 6d. the Theory of the Equilibrium of Forces ; and numerous Examples illustrative of the

Elements of the Theory of Astrogeneral Principles of the Science. By the Rev. 8. EARNSHAW, M.A. Third Edition, nomy. By J. HYMERS, D.D., late Fellow enlarged. 8vo. 10s.

and Tutor of St. John's College, Cambridge.

Second Edition. 8vo. 14s. Newton's Principia, the First

A Treatise on the Integral CalcuThree Sections, with an Appendix ; and the Ninth and Eleventh Sections. Edited by the

lus. By J. Hrvers, D.D. Third Edition.

8vo. 16s. 6d. Rev. J. H. Evans, M.A., late Fellow of St. John's College, and Head-Master of Sed A Treatise on Conic Sections. By burgh Grammar School. Fourth Edition.

J. Hymers, D.D. Third Edition. 8vo. gs. 8vo. 68.

A Treatise on Differential EquaSolutions of the Geometrical Prob tions, and on the Calculus of Finite Differlems proposed at St. John's College, Cam

ences. By J. HYMERS, D.D. 8vo. 108. bridge, from 1830 to 1846, consisting chiefly A Treatise on Analytical Geometry of Examples in Plane Coordinate Geometry.

of Three Dimensions. By J. HYMER, D.D. With an Appendix, containing several general

Third Edition. 8vo. 108. 6d. Properties of Curves of the Second Order, and the Determination of the Magnitude and A Treatise on Trigonometry. By Position of the Axes of the Conic Section, J. HYMERS, D.D. Third Edition, corrected represented by the General Equation of the

and improved. 8vo. 6s. 6d. Second Degree. By the Rev. T. GASKIN, M.A., late Fellow and Tutor of Jesus College,

| A Treatise on Spherical TrigoCambridge. Svo. 12s.

nometry. By J. Hyzeus, D.D. 8vo. 25. Ed.

By the Rev. Harvey Goodwin, M.A. An Elementary Course of Mathematics, designed principally for Students of the University of Cambridge. By the Rer. HARVEY GOODWIN, M.A., late Fellow of Gonville and Caius College, Minister of St. Edward's, Cambridge, and late Hulsean Lec

turer. Fifth Edition. 8vo. 15s. Elementary Statics, designed

chiefly for the use of Schools. By the Rev.
H. GOODWIN, M.A. Crown 8vo. 6s.
The design of this work is to make the

principles of Statics intelligible to boys
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lateral information introduced. There !
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amination Paper of Questions upon its

contents. Elementary Dynamics, designed

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The two books bound together, 10s. 6d. This volume is a sequel and companion to

the preceding. It is written as nearly as possible upon the same principle, having appended to each chapter an imaginary conversation and a paper of Examination Questions. The three Laws of Motion are dealt with in three separate chapters; each of the earlier laws being followed out into its consequences, and illustrated by practical applications, before another is introduced. It is believed that this arrangement will be found very much to facilitate the progress of beginners. There is a chapter upon the impact of balls; and the treatise concludes with the doc

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By the Rev. John Hind, M.A. The Principles and Practice of

Arithmetic, comprising the Nature and Use of Logarithms, with the Computations employed by Artificers, Gagers, and Land Surveyors. Designed for the use of Students. Eighth Edition. With a New Appendix of Miscellaneous Questions. By the Rev. JOHN HIND, M.A, late Fellow and Tutor of Sidney Sussex Coll. Cambridge. 12mo. As. 6d. In the present treatise the Author has en

deavoured to combine what is necessary of the Philosophy of the Science of Arithinetic with the practice of the Art of Numbers. Throughout the work he has attempted to

trace the source of every rule which is given, and to investigate the reasons on which it is founded : and by means of particular examples, comprising nothing but what is cominon to every other example of the same kind, to attain in Arithinetic the kind of evidence which is relied upon in Geometry, or in any other demonstrative science, 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. A Key to the Arithmetic, with an

Appendix, consisting of Questions for Examination in all the Rules of Arithmetic. By the Rev. J. HIND, M.A. Second Edition.

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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.


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Elementary Treatise on the DifferSenate-House Examination. By W. WAL ential Calculus. By W. H. MILLER, M.A. TON, M.A., Trinity College, Cambridge.

Third Edition. 8vo. 6s.

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O'BRIEN, M.A. 8vo. 98. revised and corrected. 8vo. 128.

A Treatise on Algebra. By Examples of the Processes of the GEORGE PEACOCK, D.D., Dean of Ely, Lown

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Cambridge. 8vo. 85. 6d. Doctrine of Limits, with its Ap- i

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