500 MATHS BOOKS ON DVD - MATHEMATICS ALGEBRA STUDY BOOK EXERCISE COURSE LEARN for Sale

500 MATHS BOOKS ON DVD - MATHEMATICS ALGEBRA STUDY BOOK EXERCISE COURSE LEARN For Sale

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500 MATHS BOOKS ON DVD - MATHEMATICS ALGEBRA STUDY BOOK EXERCISE COURSE LEARN:
$6.19

The Mathematics

collection

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A unique andtruly stunning collection of 500 vintage, out-of-print and hard-to-find bookscompiled together for the first time on 2 DVD data discs covering allaspects of MATHEMATICS.

This is a wonderful virtual archive and an absolute must for anyone with an interest inlearning, teaching and studying mathematics. Explore the history of mathematics.Study all of its fascinating branches including algebra, trigonometry,calculus, geometry and much more! From school arithmetic to advanced businessmathematics, this digital library is packed full of courses, lessons, andexercises for everyone from beginner to advanced - the full list of titlesincluded speaks for itself.

This hugecompilation of 500 books provides literally 1,000’s of pages of great contentfor the student. All of the books have been scanned in high quality andpreserved forever in pdf format - easy to read on your laptop or computer, ortransfer to tablet, smartphone, kindle or e-reader. You can also print entirebooks or select pages.

This is withoutdoubt the most extensive collection of its kind - compiled over time byrare-book-collections, and only available here!

The Full Listof Titles Included is as Follows:

A B C five-figure logarithms for general use - C.Woodward (1917)

A brief course in college algebra - W. Ford (1922)

A brief history of mathematics - an authorizedtranslation of Dr. Karl Fink's Geschichte der elementar-mathematik - K. Fink(1900)

A brief history of mathematics (3rd revised ed.) - K.Fink (1910)

A college algebra - H. Fine (1904)

A complete algebra to accompany Ray's series ofmathematics - G. Smith (1890)

A complete manual on teaching arithmetic, algebra, andgeometry - J. Greenwood (1890)

A course in mathematics, for students in engineeringand applied science Vol. 1 - F. Woods (1909)

A course in mathematics, for students in engineeringand applied science Vol. 2 - F. Woods (1909)

A course in practical mathematics - F. Saxelby (1920)

A Course of Pure Mathematics - G. Hardy (1921)

A course on the solution of spherical triangles - H.Bell (1915)

A drill-book in algebra - G. Jones (1906)

A drill-book in trigonometry - G. Jones (1896)

A first book of practical mathematics - T. Usherwood(1913)

A first course in elementary algebra - J. Young (1910)

A first course in higher algebra - H. Merrill (1917)

A first course in nomography - S. Brodetsky (1920)

A general course of pure mathematics, from indices tosolid analytical geometry - A. Bowley (1913)

A high school algebra - J. Young (1913)

A history of elementary mathematics with hints onmethods of teaching - F. Cajori (1910)

A history of elementary mathematics, with hints onmethods of teaching (revised and enlarged ed.) - F. Cajori (1917)

A history of Greek mathematics Vol. 1 - T. Heath(1921)

A history of Greek mathematics Vol. 2 - T. Heath(1921)

A history of Japanese mathematics - D. Smith (1914)

A history of mathematics - F. Cajori (1919)

A history of the conceptions of limits and fluxions inGreat Britain from Newton to Woodhouse - F. Cajori (1919)

A history of the study of mathematics at Cambridge -W. Ball (1889)

A mathematical solution book - B. Finkel (1893)

A mathematical solution book containing systematicsolutions to many of the most difficult problems (3rd ed. revised) - B. Finkel(1899)

A new algebra - S. Barnard (1908)

A review of algebra - R. Rivenburg (1914)

A school algebra complete - F. Durell (1897)

A scrap-book of elementary mathematics; notes,recreations, essays - W. White (1908)

A second course in elementary algebra - J. Young(1910)

A shilling arithmetic - S. Loney (1908)

A short account of the history of mathematics - W.Ball (1893)

A short account of the history of mathematics (sixthed.) - W. Ball (1915)

A short course in college mathematics, comprisingthirty-six lessons on algebra, coordinate methods, and plane trigonometry - R.Moritz (1919)

A short course in plane and spherical trigonometry -E. Crawley (1902)

A short introduction to graphical algebra - H. Hall(1907)

A short table of integrals - B. Pierce (1910)

A study of mathematical education including theteaching of arithmetic - B. Branford (1921)

A synopsis of elementary results in pure mathematicscontaining propositions, formulæ, and methods of analysis, with abridgeddemonstrations - G. Carr (1886)

A table of hyperbolic cosines and sines - T. Blakesley(1890)

A text-book of geometry - G. Wentworth (1891)

A text-book of mathematics and mechanics - C. Capito(1913)

A text-book on advanced algebra and trigonometry, withtables - W. Brenke (1910)

A text-book on practical mathematics for advancedtechnical students - H. Mann (1915)

A treatise on algebra - C. Smith (1913)

A treatise on algebra Vol. 1 - G. Peacock (1842)

A treatise on algebra Vol. 2 - G. Peacock (1842)

A treatise on elementary trigonometry - J. Lock (1900)

A treatise on higher trigonometry - J. Lock (1884)

A treatise on plane trigonometry - E. Hobson (1911)

A treatise on plane trigonometry (4th ed.) - E. Hobson(1918)

A treatise on special or elementary geometry - E.Olney (1877)

A Treatise On The Analytical Geometry - J. Casey(1893)

A treatise on the circle and the sphere - J. Cooledge(1916)

A vest-pocket handbook of mathematics for engineers -L. Waterbury (1919)

Academic algebra - W. Milne (1901)

Advanced algebra - A. Schultze (1906)

Advanced algebra - H. Hawkes (1905)

Advanced algebra - J. Collins (1913)

Advanced arithmetic - J. McClymonds (1914)

Advanced arithmetic and elementary algebra andmensuration - P. Goyen (1917)

Agricultural arithmetic - G. Shutts (1917)

Algebra - an elementary text-book for the higherclasses of secondary schools and for colleges Vol. 1 - G. Chrystal (1904)

Algebra - an elementary text-book for the higherclasses of secondary schools and for colleges Vol. 2 - G. Chrystal (1904)

Algebra for beginners - D. Smith (1905)

Algebra for secondary schools - W. Wells (1906)

Algebra made easy - E. Houston (1898)

Algebra, with Arithmetic and mensuration, from theSanscrit of Brahmegupta and Bháscara - H. Colebrooke (1817)

Algebraic invariants - L. Dickson (1914)

Algebras and their arithmetics - L. Dickson (1921)

Amusements in mathematics - H. Dudeney (1917)

An algebra for secondary schools - E. Hedrick (1908)

An elementary course in analytic geometry - J. Tanner(1898)

An elementary course in graphic mathematics - M.Auerbach (1910)

An elementary geometry and trigonometry - W. Bradbury(1872)

An elementary treatise on graphs - G. Gibson (1904)

An elementary treatise upon the method of leastsquares, with numerical examples of its applications - G. Comstock (1890)

An Introduction To Algebraical Geometry - A. Jones(1912)

An introduction to graphical algebra for the use of high schools - F. Nipher(1898)

An introduction to mathematics - A. Whitehead (1911)

An introduction to the algebra of quantics - E. Elliot(1895)

An introduction to the algebra of quantics (2nd ed.) -E. Elliot (1913)

An introduction to the mathematical analysis ofstatistics - C. Forsyth (1922)

Analytic geometry - P. Lambert (1897)

Analytic geometry and calculus - F. Woods (1917)

Analytic geometry for colleges, universities, andtechnical schools - E. Nichols (1892)

Analytical Geometry for Beginners - A. Baker (1905)

Applied mathematics for junior high schools and highschools - E. Barker (1920)

Arithmetic - E. Herz (1920)

Arithmetic for carpenters and builders - R. Dale(1915)

Arithmetic for Engineers - C. Clapham (1922)

Arithmetic self taught - L. Smith (1922)

Arithmetic simplified - E. Oberg (1914)

Arithmetic tests and studies in the psychology ofarithmetic - G. Counts (1917)

Arithmetic, methods and reviews - W. Baker (1914)

Arithmetic. Teacher's manual - E. Herz (1920)

Arithmetical problems - G. Armstrong (1890)

Barlow's tables of squares, cubes, square roots, cuberoots, reciprocals of all integer numbers up to 10,000 - P. Barlow (1912)

Beginners' algebra - C. Comstock (1922)

Bell's mathematical tables; together with a collectionof mathematical formulae, definitions, and theorems - L. Silberstein (1922)

Bremiker's logarithmisch-trigonometrische tafeln mitsechs decimalstellen - K. Bremiker (1915) (German text)

Brief course in algebra - R. Manchester (1915)

Brief History Of Mathematics - W. Beman (1910)

Business arithmetic - C. Bookman (1914)

Business arithmetic for secondary schools - E.Thurston (1917)

Calculus and graphs - M. Leonard (1921)

Calculus and probability - A. Henry (1922)

Choice and chance. With 1,000 exercises - J. Whitworth(1901)

Collected mathematical papers Vol. 1 - H. Smith (1894)

Collected mathematical papers Vol. 2 - H. Smith (1894)

College algebra - E. Skinner (1917)

College algebra - H. Rietz (1919)

College algebra - W. Fite (1913)

College algebra - W. Metzler (1908)

College algebra - W. Wells (1890)

College algebra, with applications - E. Wilczynski(1916)

Combinatory analysis Vol. 1 - P. MacMahon (1915)

Combinatory analysis Vol. 2 - P. MacMahon (1915)

Complete business arithmetic - G. Van Tuyl (1915)

Complete School Algebra - H. Hawkes (1912)

Complete trigonometry - W. Wells (1900)

Computation rules and logarithms, with tables of otheruseful functions - S. Holman (1896)

Computing tables and mathematical formulas - E. Barker(1913)

Concise business arithmetic - J. Moore (1915)

Contributions to equilong geometry - P. Linehan (1915)

Differential and integral calculus - V. Snyder (1902)

Differential equations - W. Johnson (1906)

Diophantus of Alexandria, a study in the history ofGreek algebra - T. Heath (1910)

Durell's introductory algebra - F. Durell (1912)

Durell's school algebra - F. Durell (1911)

Easy mathematicschiefly arithmetic, being a collection of hints to teachers, parents,self-taught students and adults - O. Lodge (1905)

Easy mathematics; or, Arithmetic and algebra forgeneral readers - O. Lodge (1910)

Efficiency arithmetic, advanced - C. Chadsey (1920)

Eighth grade mathematics - H. Keal (1917)

Elementary algebra - C. Smith (1906)

Elementary algebra - E. Lyman (1915)

Elementary algebra - E. Oberg (1914)

Elementary algebra - F. Somerville (1908)

Elementary algebra - G. Hallett (1917)

Elementary algebra - G. Myers (1916)

Elementary algebra - G. Wentworth (1906)

Elementary algebra - H. Slaught (1915)

Elementary algebra - J. Gillet (1896)

Elementary algebra - J. Tanner (1904)

Elementary Algebra - Solutions of the examples - C.Smith (1910)

Elementary algebra - W. Marsh (1907)

Elementary algebra first-second year course Vol. 1 -F. Cajori (1915)

Elementary algebra first-second year course Vol. 2 -F. Cajori (1915)

Elementary algebra for schools containing a fulltreatment of graphs, with answers - H. Hall (1907)

Elementary algebra, first course - J. Stone (1911)

Elementary mathematical tables - A. Macfarlane (1890)

Elementary practical mathematics - J. Perry (1913)

Elementary Trigonometry - H. Hall (1905)

Elementary trigonometry - W. Paterson (1911)

Elementary trigonometry (4th ed. revised and enlarged)- H. Hall (1912)

Elements Of Algebra - A. Schultze (1917)

Elements of applied mathematics - H. Cobb (1911)

Elements of arithmetic - W. Milne (1893)

Elements of business arithmetic - A. Bigelow (1911)

Elements of descriptive geometry - A. Church (1892)

Elements of geometry and trigonometry - withapplications in mensuration - C. Davies (1886)

Elements of geometry and trigonometry from the worksof A. M. Legendre (1869)

Elements of geometry, containing the first six booksof Euclid, with a supplement on the quadrature of the circle, and the geometryof solids - J. Playfair (1875)

Elements of plane and spherical trigonometry - D.Rothrock (1910)

Elements of plane trigonometry - A. Kenyon (1921)

Elements of plane trigonometry - D. Murray (1911)

Elements of plane trigonometry - R. McCarty (1920)

Elements of the theory of the Newtonian potentialfunction - B. Peirce (1902)

Elements of trigonometry plane and spherical - A. Phillips (1898)

Elliptic functions. An elementary text-book forstudents of mathematics - A. Baker (1890)

Engineering mathematics - C. Steinmetz (1911)

Engineering mathematics (3rd ed. revised and enlarged)- C. Steinmetz (1917)

Essentials of algebra, complete course - J. Stone(1905)

Essentials of arithmetic Vol. 1 - G. Wentworth (1915)

Essentials of arithmetic Vol. 2 - G. Wentworth (1915)

Euclids elements of geometry - H. Taylor (1893)

Examination questions in mathematics. Third series,1911-1915 (1915)

Examples in algebra; a collection of exercises toaccompany any textbook - A. Wheeler (1914)

Examples in mathematics, mechanics, navigation andnautical astronomy - J. Ewing (1911)

Exercises in algebra - E. Robbins (1904)

Exercises in algebra (including trigonometry), withanswers - T. Nunn (1913)

Factoring - W. Wells (1902)

Farm-business arithmetic - C. Lewis (1915)

First book in arithmetic (1905)

First Book in General Mathematics - R. Atwell (1917)

First Course In Algebra - C. Ammerman (1920)

First course in algebra - H. Hawkes (1917)

First course in algebra - W. Williams (1913)

First course in algebra - with eight thousand examplesincluding three thousand mental exercises - A. Wheeler (1907)

First principles of algebra, complete course - H.Slaught (1912)

First year mathematics - G. Evans (1916)

First-year mathematics for secondary schools - E.Breslich (1915)

First-year mathematics for secondary schools - G.Myers (1907)

Five figure logarithmic and other tables - A. McAuley(1909)

Five-figure logarithmic and other tables - F. Castle(1920)

Five-place logarithmic and trigonometric tables - G.Wentworth (1903)

Four figure mathematical tables - comprisinglogarithmic and trigonometrical tables, and tables of squares, square roots,and reciprocals - J. Bottomley (1905)

Four figure mathematical tables; comprisinglogarithmic and trigonometrical tables, and tables of squares, square roots,and reciprocals - J. Bottomley (1890)

Four place tables of logarithms and trigonometricfunctions - E. Huntington (1908)

Four-figure mathematical tables - C. Knott (1905)

Fundamental conceptions of modern mathematics - R.Richardson (1916)

Fundamentals of high school mathematics - H. Rugg(1918)

Fundamentals of practical mathematics - G. Wentworth(1922)

General mathematics Vol. 1 - R. Schorling (1918)

Geometric exercises for algebraic solution - G. Myers(1907)

Geometry and trigonometry (1918)

Geometry for schools - A. Baker (1904)

Graphic algebra - A. Schultze (1922)

Graphic algebra for secondary schools - H. Newson(1905)

Graphical methods - C. Runge (1912)

Hamilton's Essentials of arithmetic - S. Hamilton(1920)

Handbook of engineering mathematics - W. Wynne (1920)

Handbook of mathematics for engineers - E. Huntington(1918)

Harvey's essentials of arithmetic, with everydayproblems relating to agriculture, commerce and other vocations - L. Harvey(1914)

High school algebra - J. Crawford (1917)

High school algebra - J. Tanner (1907)

High school algebra, advanced course - H. Slaught(1908)

High School Geometry - A. McDougall (1920)

Higher algebra - G. Fisher (1901)

Higher algebra - H. Hawkes (1913)

Higher Algebra - S. Knight (1890)

Higher arithmetic - G. Wentworth (1920)

Higher mathematics - M. Merriman (1898)

Higher mathematics for students of chemistry andphysics - J. Mellor (1902)

Higher mathematics for students of chemistry andphysics, with special reference to practical work - J. Mellor (1922)

Histoire des mathématiques - J. Boyer (1900) (Frenchtext)

History of mathematics Vol. 1 - D. Smith (1922)

History of mathematics Vol. 2 - D. Smith (1922)

History of modern mathematics - D. Smith (1906)

History of the theory of numbers Vol. 1 - L. Dickson(1919)

History of the theory of numbers Vol. 2 - L. Dickson(1919)

Household arithmetic - K. Ball (1920)

How to teach arithmetic; a manual for teachers and atext-book for normal schools - J. Brown (1914)

Indian mathematics - G. Kaye (1915)

Inductive commercial arithmetic - C. Marshall (1910)

Industrial arithmetic - C. White (1916)

Industrial mathematics practically applied - P.Farnsworth (1921)

Intermediate algebra - A. DeLury (1918)

Intermediate algebra - H. Slaught (1916)

Intermediate algebra (enlarged ed.) - A. DeLury (1904)

Intermediate Trigonometry - B. Mukherjee (1919)

Introduction to algebra for the use of secondaryschools and technical colleges - G. Chrystal (1914)

Introduction to higher algebra - M. Bocher (1915)

Introduction to mathematical philosophy - B. Russell(1920)

Introductory mathematical analysis - W. Webber (1919)

Junior High School Mathematics Book I - G. Wentworth(1917)

Junior High School Mathematics Book II - G. Wentworth(1917)

Junior high school mathematics Courses I, II, III - W.Vosburgh (1918)

Key to Mr. J.B. Lock's Elementary trigonometry - H.Carr (1910)

Lectures on elementary mathematics - J. Lagrange(1901)

Lectures on fundamental concepts of algebra andgeometry - J. Young (1911)

Lectures on ten British mathematicians of thenineteenth century - A. MacFarlane (1916)

Lectures on the logic of arithmetic - M. Boole (1903)

Lehrbuch der Algebra Vol. 1 - H. Weber (1898-1908)(German text)

Lehrbuch der Algebra Vol. 2 - H. Weber (1898-1908)(German text)

Lehrbuch der Algebra Vol. 3 - H. Weber (1898-1908)(German text)

Lessons In Experimental And Practical Geometry - F.Stevens (1911)

Linear algebras - L. Dickson (1914)

Logarithmic and other mathematical tables - S. Newcomb(1882)

Logarithmic and other mathematical tables (4th ed.) -W. Hussey (1895)

Logarithmic and other mathematical tables (5th ed.) -W. Hussey (1907)

Logarithmic and trigonometric tables - E. Hedrick(1920)

Logarithmic and trigonometric tables - E. Wilczynski(1914)

Logarithmic and trigonometric tables and mathematicalformulas - E. Breslich (1917)

Logarithmic and trigonometric tables; to seven placesof decimals - F. Hassler (1838)

Logarithmic tables - G. Jones (1896)

Logarithmic tables (10th ed.) - G. Jones (1905)

Logarithmic, trigonometric and other tables - J. Hun(1911)

Machine-shop mathematics - G. Wentworth (1922)

Machinists' and draftsmen's handbook, containingtables, rules and formulas, with numerous examples explaining the principles ofmathematics and mechanics - P. Lobben (1910)

Manual of logarithms - treated in connection witharithmetic, algebra, plane trigonometry, and mensuration - G. Matthews (1890)

Manual of trigonometry - J. Clarke (1888)

Mathematical and physical tables - J. Wrapson (1898)

Mathematical essays and recreations - H. Schubert(1910)

Mathematical exercises for home work - A. Richardson(1891)

Mathematical papers - E. Levi (1907)

Mathematical papers read at the InternationalMathematical Congress held in connection with the World's Columbian Exposition,Chicago, 1893 (1896)

Mathematical tables (1910)

Mathematical tables for class-room use - M. Merriman(1915)

Mathematical tables, chiefly to four figures - J.Pierce (1889)

Mathematical teaching and its modern methods - T.Safford (1896)

Mathematical wrinkles for teachers and privatelearners - S. Jones (1912)

Mathematics - C. Laisant (1914)

Mathematics - D. Smith (1922)

Mathematics and physics - M. Babb (1920)

Mathematics for collegiate students of agriculture andgeneral science - A. Kenyon (1918)

Mathematics for Common Schools - J. Walsh (1902)

Mathematics for common schools Vol. 1 - J. Walsh(1895)

Mathematics for common schools Vol. 2 - J. Walsh(1895)

Mathematics for electrical students - H. Keal (1921)

Mathematics for engineering students - S. Keller(1908)

Mathematics for engineers Vol. 1 - W. Rose (1922)

Mathematics for engineers Vol. 2 - W. Rose (1920)

Mathematics for freshmen students of engineering - T.Lindquist (1911)

Mathematics for machinists - R. Burnham (1915)

Mathematics for technical schools - J. Warren (1921)

Mathematics for the accountant - E. Vinal (1921)

Mathematics for the practical man - G. Howe (1915)

Mathematics of accounting and finance - S. Walton(1921)

Mathematics of finance - H. Rietz (1921)

Mathematics self-taught. The Lübsen method - H.Leubsen (1897)

Mathematics, from the points of view of themathematician and of the physicist - E. Hobson (1912)

Memoranda mathematica; a synopsis of facts, formulae,and methods in elementary mathematics - W. Workman (1912)

Milne's second course in algebra - W. Milnes (1915)

Modern applied arithmetic - R. Neely (1921)

Modern business arithmetic, complete course - H.Finney (1916)

Modern commercial arithmetic - F. Schneck (1902)

Modern courses in secondary mathematics - W. Hart(1921)

Modern first year algebra - W. Wells (1922)

Modern Geometry - C. Durell (1920)

Modern high school algebra - W. Wells (1922)

Modern instruments and methods of calculation - E.Horsburgh (1915)

Modern junior mathematics - M. Gugle (1921)

Napier tercentenary memorial volume - K. Knott (1915)

Natural tangents to every second of arc and eightplaces of decimals - E. Gifford (1920)

New Canadian commercial arithmetic - C. Moses (1893)

New commercial arithmetic - J. Moore (1907)

New complete business arithmetic - G. Van Tuyl (1922)

New high school algebra - W. Wells (1912)

New plane and solid geometry - N. Beman (1899)

New school algebra - G. Wentworth (1898)

Nouvelles tables trigonométriques fondamentales Vol. 1- H. Andoyer (1915) (French text)

Nouvelles tables trigonométriques fondamentales Vol. 2- H. Andoyer (1915) (French text)

Nouvelles tables trigonométriques fondamentales Vol. 3- H. Andoyer (1915) (French text)

Number and its algebra - A. Lefevre (1896)

Number puzzles before the log fire, being those givenin the Number stories of long ago - D. Smith (1919)

Numerical Trigonometry - J. Mercer (1915)

On methods for determining complex roots of algebraic equations- R. Huffer (1920)

On the projective methods for investigating thesingularities at infinity of curves - M. Smith (1916)

On the study and difficulties of mathematics - A. deMorgan (1898)

On the study and difficulties of mathematics (3rd ed.)- A. de Morgan (1910)

Outlines for methods in arithmetic - R. Manchester(1922)

Percentage unit of angular measurement, withlogarithms - J. Fergusson (1912)

Perpetual calendar and general reference manual - J.Goodykoontz (1894)

Philosophy & fun of algebra - M. Boole (1909)

Plane and spherical trigonometry - A. Passano (1918)

Plane and spherical trigonometry - E. Brooks (1891)

Plane and spherical trigonometry - F. Durell (1910)

Plane and spherical trigonometry - G. Bauer (1917)

Plane and spherical trigonometry - G. Wentworth (1915)

Plane and spherical trigonometry - L. Conant (1909)

Plane and spherical trigonometry in three parts - H.Goodwin (1907)

Plane and spherical trigonometry, and Four-placetables of logarithms - W. Granville (1909)

Plane and spherical trigonometry; an elementarytext-book - C. Ashton (1902)

Plane geometry - C. Hart (1911)

Plane trigonometry - A. Dresden (1921)

Plane trigonometry - A. Hall (1909)

Plane trigonometry - E. lyman (1899)

Plane trigonometry - E. Robbins (1909)

Plane trigonometry - J. Tyalor (1904)

Plane trigonometry - R. Bohannon (1904)

Plane trigonometry - S. Loney (1893)

Plane trigonometry and applications - E. Wilczynski(1914)

Plane trigonometry and numerical computation - J.Young (1920)

Plane trigonometry and tables - G. Wentworth (1903)

Plane trigonometry as far as the solution of triangles- J. Cherriman (1874)

Practical algebra, first year course - J. Collins(1910)

Practical arithmetic - an introduction to elementarymathematics - A. Consterdine (1905)

Practical business arithmetic - H. Kiggen (1922)

Practical business arithmetic - J. Moore (1915)

Practical curve tracing; with chapters ondifferentiation and integration - R. Duncan (1910)

Practical mathematics - A. Cracknell (1912)

Practical mathematicsan elementary treatise covering the fundamental processes of arithmetic,algebra, and geometry - G. Hobbs (1915)

Practical mathematics - E. Bates (1912)

Practical mathematics - H. Stern (1913)

Practical mathematics for beginners - F. Castle (1905)

Practical mathematics for home study, being theessentials of arithmetic, geometry, algebra and trigonometry - C. Palmer (1919)

Practical mathematics for students attending eveningand day technical classes - M. MacLachlan (1913)

Practical shop mechanics and mathematics - J. Johnson(1916)

Practical trigonometry - H. Playne (1914)

Preliminary mathematics - F. Austin (1917)

Preparatory mathematics for use in technical schools -H. Ray (1921)

Principia mathematica - A. Whitehead (1910)

Principles and methods of arithmetic teaching - W.Chriswell (1914)

Principles and methods of teaching arithmetic - J.Overman (1920)

Probability and theory of errors - R. Woodward (1906)

Public School Arithmetic - J. Smith (1920)

Quadratic partitions - A, Cunningham (1904)

Questions in mathematics - J. Smith (1889)

Rara arithmetica - a catalogue of the arithmeticswritten before the year MDCI - D. Smith (1908)

Rational arithmetic - G. Lord (1920)

Real mathematics - E. Beck (1922)

Recreations in mathematics - H. Licks (1917)

Robert of Chester's Latin translation of the Algebraof al-Khowarizmi (1915)

Sandhurst mathematical papers for admission into theRoyal Military College for the years 1881-1889 - E. Brooksmith (1890)

School algebra - first course - H. Rietz (1915)

School algebra - second course - H. Rietz (1915)

School arithmetics. Intermediate book - F. Cajorie(1914)

School geometry - H. Hall (1918)

Second course in algebra - W. Ford (1920)

Second course in algebra - W. Wells (1913)

Secondary mathematics Vol. 1 - H. Keal (1917)

Second-year mathematics for secondary schools - E.Breslich (1916)

Second-year mathematics for secondary schools - G.Myers (1910)

Senior high school algebra - J. Crawford (1922)

Shop mathematics - E. Norris (1912)

Shop problems in mathematics - W. Breckenridge (1910)

Short and comprehensive course of geometry andtrigonometry - A. Baker (1878)

Short course of elementary plane trigonometry - C.Pendlebury (1900)

Smithsonian mathematical formulae and tables ofelliptic functions - E. Adams (1922)

Smithsonian physical tables - F. Fowle (1910)

Solid geometry - G. Wentworth (1913)

Solutions of the examples in Hall and Knight'sElementary trigonometry - H. Hall (1914)

Soulé's philosophic practical mathematics - G. Soule(1910)

Spherical trigonometry for the use of colleges andschools - I. Todhunter (1914)

Spherical trigonometry, for colleges and secondaryschools - D. Murray (1900)

Standard algebra - W. Milne (1908)

Standard algebra (revised ed.) - W. Milne (1914)

Subjects for mathematical essays - C. Davison (1915)

Supervised study in mathematics and science - S.Sumner (1922)

Sweet's modern business arithmetic - J. Sweet (1908)

Table book and test problems in mathematics - J.Ellwood (1892)

Tables and formulas for solving numerical problems inanalytic geometry, calculus and applied mathematics - W. Longley (1915)

Tables for statisticians and biometricians Pt. 1 - K.Pearson (1914)

Tables for statisticians and biometricians Pt. 2 - K.Pearson (1914)

Tables of compound interest functions and logarithmsof compound interest functions - J. Glover (1921)

Tables of symbol for square root of 1-r²] and 1-r² foruse in partial correlation and in trigonometry - J. Miner (1922)

Tables parallel tables of logarithms and squares,angles and logarithmic functions corresponding to given bevels, five-decimallogarithmic-trigonometric tables, natural trigonometric functions, etc. - C.Smoley (1911)

The algebra of invariants - J. Grace (1903)

The algebra of Mohammed ben Musa (1831)

The algebraic theory of modular systems - F. Macauley(1916)

The art of teaching arithmetic - J. Thomson (1917)

The art of teaching arithmetic; a book for classteachers - J. Davies (1921)

The collected mathematical works of George WilliamHill Vol. 1 - G. Hill (1906-09)

The collected mathematical works of George WilliamHill Vol. 2 - G. Hill (1906-09)

The collected mathematical works of George WilliamHill Vol. 3 - G. Hill (1906-09)

The collected mathematical works of George WilliamHill Vol. 4 - G. Hill (1906-09)

The construction of the wonderful canon of logarithms- J. Napier (1889)

The continuum, and other types of serial order, withan introduction to Cantor's transfinite numbers - E. Huntington (1921)

The Earliest arithmetics in English - R. Steele (1922)

The elements of geometry - H. Wells (1894)

The elements of non-Euclidean plane geometry andtrigonometry - H. Carslaw (1917)

The elements of plane and spherical trigonometry - J.Hun (1911)

The elements of plane and spherical trigonometry - T.Taylor (1902)

The elements of plane trigonometry - R. Levett (1892)

The elements of plane trigonometry - W. Durfee (1901)

The essentials of algebra, for secondary schools - R.Aley (1904)

The foundations of mathematics, a contribution to thephilosophy of geometry - P. Carus (1908)

The fundamental laws of addition and multiplication inelementary algebra - E. Huntington (1906)

The High School Algebra - I. Birchard (1896)

The high school course in mathematics - E. Skinner(1910)

The laws of algebra, an elementary course in algebraictheory - A. Cracknell (1915)

The mathematics of applied electricity a practical mathematics (1st ed. corrected) -E. Koch (1914)

The mathematics of applied electricity; a practicalmathematics - E. Koch (1912)

The Method of Archimedes, recently discovered byHeiberg - T. Heath (1912)

The method of fluxions and infinite series, with itsapplication to the geometry of curve-lines - I. Newton (1736)

The modern development of arithmetic - J. McKechnie(1920)

The nature of mathematics - P. Jourdain (1913)

The nature of mathematics (revised ed.) - P. Jourdain(1919)

The new business arithmetic - a treatise on commercialcalculations - J. Lyons (1912)

The new business arithmetic, a treatise on commercialcalculations - O. Powers (1906)

The new methods in arithmetic - E. Thorndike (1921)

The philosophy of arithmetic as developed from thethree fundamental processes of synthesis, analysis and comparison, containingalso a history of arithmetic - E. Brooks (1904)

The place of the elementary calculus in the seniorhigh-school mathematics - N. Rosenberger (1921)

The present teaching of mathematics in Germany - D.Smith (1912)

The principles of mathematics - B. Russell (1903)

The psychology of algebra - E. Thorndike (1921)

The solution of equations - M. Merriman (1906)

The Stone-Millis arithmetics, Advanced - J. Stone(1914)

The Sumario compendioso of Brother Juan Díez - theearliest mathematical work of the New world - D. Smith (1921)

The teaching and history of mathematics in the UnitedStates - F. Cajori (1890)

The teaching of algebra (including trigonometry) - T.Nunn (1914)

The teaching of arithmetic - J. Stone (1920)

The teaching of arithmetic; a manual for teachers - P.Klapper (1921)

The teaching of high school mathematics - G. Evans(1911)

The teaching of mathematics - R. Manchester (1913)

The teaching of mathematics in secondary schools - A.Schultze (1912)

The teaching of primary arithmetic - H. Suzzalo (1912)

The theory of errors and method of least squares - W.Johnson (1892)

The theory of measurements - A. Palmer (1912)

The theory of measurements - L. Tuttle (1916)

The Thorndike arithmetics - E. Thorndike (1917)

The uses and triumphs of mathematics - V. Johnson(1889)

The works of Archimedes - T. Heath (1897)

Theory of errors and least squares - L. Weld (1916)

Third-year mathematics for secondary schools - E.Breslich (1917)

Third-year mathematics for secondary schools, withLogarithmic and trigonometric tables and mathematical formulas - E. Breslich(1917)

Tiffany's digest of depreciations, with the additionof numerous tables, formulas and rules - H. Tiffany (1890)

Treatise on conic sections - T. Heath (1896)

Trigonometry - L. Ingold (1919)

Trigonometry analytical, plane and spherical - D. Wood(1885)

Trigonometry and stereographic projections - S. Brown(1913)

Trigonometry for beginners - J. Lock (1900)

Trigonometry for beginners as far as the solution oftriangles - J. Lock (1890)

Trigonometry, surveying and navigation - G. Wentworth(1903)

Unified mathematics - L. Karpinski (1918)

Unified mathematics (revised) - L. Karpinski (1922)

Vector analysis and quaternions - A. Macfarlane (1906)

Vector analysis; a text-book for the use of studentsof mathematics and physics - J. Gibbs (1901)

Vocational mathematics - W. Dooley (1915)

Vocational mathematics for Girls - W. Dooley (1917)

Volume and surface integrals used in physics - J.Leatham (1922)

Walsh's business arithmetic - J. Walsh (1919)

Walsh-Suzzallo arithmetics - J. Walsh (1914)

Wheeler's graded arithmetics - F. Somerville (1919)

Anabsolute must for anyone with an interest in mathematics – an unbelievabletreasure trove of information for a very small price!

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