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Elements of the conic sections
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Elements of the conic sections
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A short treatise on the conic sections
in which the three curves are derived from a general description on a plane, and the most useful properties of each are deduced from a common principle. By the Rev. T. Newton, M.A. fellow of Jesus College, Cambridge -
The elements of the conic sections
adapted to the use of students in philosophy. By the Rev. S. Vince, A.M. F.R.S. Plumian Professor of Astronomy and Experimental Philosophy in the University of Cambridge -
Elements of conic sections
in three books: in which are demonstrated the principal properties of the parabola, ellipse, and hyperbola. By Richard Jack, Teacher of Mathematicks in Edinburgh -
Cono-cuneus, or, The shipwright's circular wedge
that is, a body resembling in part a conus, in part a cuneus, geometrically considered -
Elements of conic sections
with select exercises in various branches of mathematics and philosophy. For the use of the Royal Military Academy at Woolwich. By Charles Hutton, L.L. D. F.R.S. Professor of Mathematics in the Royal Military Academy -
New elements of conick sections
together with a method for their description on a plane. Translated from the French treatise of Mr. De la Hire. By Brian Robinson -
The elements of the conic sections
as preparatory to the reading of Sir I. Newton's Principia. By the Rev. S. Vince, A.M -
Elements of the conic sections
by the late Dr Robert Simson, Professor of Mathematics in the University of Glasgow. The first three books, translated from the Latin original. For the use of Students of Mathematics -
Elements of the conic sections
by the late Dr Robert Simson, Professor of Mathematics in the University of Glasgow. Translated from the Latin original. For the use of Students of Mathematics -
A treatise on the conic sections. In five books. Book I. On the General Properties of the Conic Sections, or those Properties which are common to them all. Book II. On the Properties which are common to two Sections. Book III. On the Properties which are peculiar to each Section. Book IV. On the Problems relating to the Conic Sections. Book V. On the Loci of the Conic Sections, or those Problems of which the Conic Sections are the Loci. By G. Walker, F. R. S. of Nottingham
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A treatise of conic sections
Dedicated to the Provost, Fellows, and Scholars of the college of Dublin. By Robert Steell -
A geometrical treatise of the conic sections
in which the properties of the sections are derived from the nature of the cone, in an easy manner, and by a new method. By Hugh Hamilton, A. M. Fellow of Trinity College, Dublin, and of the Royal Society, London, Now Dean of Armagh. Translated from the Latin original into English -
A treatise of conic sections
By Robert Steell -
An analytick treatise of conick sections
and their use for resolving of equations in determinate and indeterminate problems. Being the posthumous work of the Marquis de L'Hospital, Honorary Fellow of the Academy Royal of Sciences. Made English by E. Stone -
Sectionum conicarum elementa
nova methodo demonstrata. Authore Jacobo Milnes, A. M. Rectore de Ingestre in Agro Staffordiensi -
A treatise of algebra, both historical and practical
shewing the original, progress, and advancement thereof, from time to time, and by what steps it hath attained to the heighth at which it now is : with some additional treatises -
Moore's Arithmetick
in four books : treating of vulgar arithmetick in all its parts, with several new inventions to ease the memory, by logarithms, decimals, &c., fitted for the use of all persons : together with Arithmetick in species or Algebra whereby all difficult questions receive their analytical laws and resolutions, made very plain and easie for the use of scholars, and the more curious -
Apollonii Conica
methodo nova illustrata, & succinctè demonstrata -
A mathematical treatise
containing a system of conic-sections; with the doctrine of fluxions and fluents, applied to various subjects; Viz. To the finding the Maximums and Minimums of Quantities; Radii of Evolution, Refraction, Reflection; Superficial and Solid Contents of Curvilinear Figures; Rectification of Curve-Lines; Centers of Gravity, Oscillation and Percussion. As also To the Resolution of a Select Collection of the most useful, and many new, Physico-Mathematical Problems. By John Muller -
Stenography: or, the art of short-hand writing
With new additions, As in the Pages 21, 22, 23, 24. and some alterations