Theory of heat (Google eBook)

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For J. & J. J. Deighton, 1837 - Heat - 182 pages
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Page 189 - The First Three Sections of Newton's Principia, with an Appendix; and the Ninth and Eleventh Sections. By JH Evans, MA 5th Edit.
Page 192 - SOLUTIONS of the GEOMETRICAL PROBLEMS proposed at St. John's College, Cambridge, from 1830 to 1846, consisting chiefly of Examples in Plane Coordinate Geometry. 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.
Page 189 - Mathematical Tracts. On La Place's Coefficients ; the Figure of the Earth ; the Motion of a Rigid Body about its Centre of Gravity ; Precession and Nutation. 8vo. 4s. 6d. An Elementary Treatise on the Differential Calculus, in which the Method of Limits is exclusively made use of.
Page 189 - MATHEMATICAL TRACTS. On La Place's Coefficients ; the Figure of the Earth ; the Motion of a Rigid Body about its Centre of Gravity ; Precession and Nutation. 8vo. 4s. 6d. An Elementary Treatise on the DIFFERENTIAL CALCULUS, in which the Method of Limits is exclusively made use of.
Page 188 - The 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.
Page 186 - A Treatise on STATICS, containing the Theory of the Equilibrium of Forces ; and numerous Examples illustrative of the general Principles of the Science.
Page 187 - Elementary Course of Mathematics. Designed principally for Students of the University of Cambridge. By HARVEY GOODWIN, DD, Lord Bishop of Carlisle.
Page 190 - DOCTRINE of LIMITS, with its Applications: namely, Conic Sections ; the first Three Sections of Newton ; and the Differential Calculus.
Page 187 - ... 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, MA, late Fellow and Tutor of Jesus College, Cambridge.
Page 188 - Hymers (Dr.) Treatise on Differential Equations, and on the Calculus of Finite Differences. 8vo.

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