First lessons in arithmetic by Charles Davies - 1844 - 168 pages |

First lessons in arithmetic including the fundamental rules by Andrew Jackson Rickoff - 1891 - 150 pages |

First lessons in arithmetic on the inductive plan by William James Milne - 1878 - 144 pages |

First lessons in arithmetic on the inductive plan by William James Milne - 1878 - 144 pages |

First lessons in arithmetic on the plan of Pestalozzi by Warren Colburn - 1823 - 160 pages |

First lessons in arithmetic, combining the oral method with the combinations of figures by sight by Charles Davies - 1851 |

First lessons in arithmetic, oral and written by James Bates Thomson - 1882 - 144 pages |

First lessons in mental and written arithmetic by Horatio Nelson Robinson - 1871 - 174 pages |

First lessons in numbers by John Homer French - 1872 - 120 pages |

First lessons in numbers in the natural order ... by John Homer French - 1870 |

First lessons in numbers, in the natural order : first, visible objects; second, concrete numbers; third, abstract numbers by John H. French - 1866 - 120 pages |

First steps in arithmetic by Ella Maria Pierce - 1900 - 160 pages |

First steps in number by George Albert Wentworth - 1886 - 1 pages |

First year in number by Franklin Sherman Hoyt, Harriet E. Peet - 1912 - 129 pages |

First-, second-, and third-grade children's performance on selected verbal and symbolic subtraction problems by Charles Edward Mitchell - 1981 - 250 pages |

First-year text-book of primary arithmetic by James Harmon Hoose, Johann Heinrich Pestalozzi - 1894 - 156 pages |

Fish's Arithmetic number one by Daniel W. Fish - 1883 - 170 pages |

Fish's Arithmetic Number One - Oral and Written on an Entirely New Plan Containing a Great Variety of Useful Drill Tables, Oral, Slate, and Dictation by Daniel W. Fish - 2010 - 178 pages |

Fish's arithmetic number two by Daniel W. Fish - 1883 |

Foundations of elementary school arithmetic by Henry Van Engen, Maurice Leslie Hartung, James E. Stochl - 1965 - 450 pages |

Foundations of elementary school arithmetic by Henry Van Engen, Maurice Leslie Hartung, James E. Stochl - 1965 - 450 pages |

Foundations of mathematics by Arthur J. Wiebe - 1962 - 373 pages |

Four years' work in number by Mary Ann Bacon - 1894 - 237 pages |

Fractional graph theory by Edward R. Scheinerman, Daniel H. Ullman - 1997 - 211 pages |

Fractional Integrals and Potential by Boris Rubin - 1996 - 409 pages |

Fractions - Advanced by Ruth Herlihy, Lynne Aldrich - 1996 - 48 pages |

Fractions - Beginning by Sally Fisk, Lynne Aldrich - 1996 - 48 pages |

Fractions - Intermediate by Sally Fisk, Ruth Herlihy, Lynne Aldrich - 1996 - 48 pages |

Fractions II by David Hudson - 1999 - 32 pages |

Fractions Math Exercises by Mitchell - 1995 |

Francisci à Schooten Exercitationvm mathematicarum libri quinque by Frans van Schooten, Apollonius (of Perga.), Christiaan Huygens - 1656 - 534 pages |

Frege's conception of numbers as objects by Crispin Wright - 1983 - 193 pages |

Frege's conception of numbers as objects by Crispin Wright - 1983 - 193 pages |

Frege's conception of numbers as objects by Crispin Wright - 1983 - 193 pages |

Frege's conception of numbers as objects by Crispin Wright - 1983 - 193 pages |

Frege, Dedekind, and Peano on the Foundations of Arithmetic (Routledge Revivals) by Donald Gillies - 2013 - 118 pages |

From 1 to 10 by Richard Scarry - 1995 - 21 pages |

From topology to computation by Morris W. Hirsch, Jerrold E. Marsden, Michael Shub - 1993 - 605 pages |

Frontiers in Numerical Relativity by Charles Ross Evans, Lee S. Finn - 1989 - 435 pages |

Frontiers in Numerical Relativity by Charles Ross Evans, Lee S. Finn - 1989 - 435 pages |

Fun sums by Don Wagstaff - 1991 - 74 pages |

Fun with addition by Roger Hurt - 1993 |

Fun With Numbers by Amit Garg - 2002 - 112 pages |

Function Theory of One Complex Variable by Robert Everist Greene, Steven George Krantz - 2002 - 502 pages |

Fundamental concepts of arithmetic by Sidney Guy Hacker - 1963 - 271 pages |

Fundamental concepts of modern mathematics by Max D. Larsen - 1970 - 146 pages |

Fundamental concepts of modern mathematics by Max D. Larsen - 1970 - 146 pages |

Fundamental Mathematics by Marvin L. Bittinger - 1998 - 400 pages |

Fundamental mathematics for health careers by Jerome D. Hayden, Howard T. Davis - 1990 - 288 pages |

Fundamental mathematics for health careers by Jerome D. Hayden, Howard T. Davis - 1990 - 288 pages |

Fundamentals by Barker - 1995 |

Fundamentals of college geometry by Edwin M. Hemmerling - 1969 - 464 pages |

Fundamentals of Mathematics by Jim Van Dyke, James Van Dyke, James Rogers, Hollis Adams, Loretta Griffy, Cindy Dougherty - 1999 - 184 pages |

Fundamentals of Mathematics by James Van Dyke, James Rogers, Hollis Adams - 1998 - 796 pages |

Fundamentals of Mathematics by Arnold R. Steffensen, Lee Murphy Johnson - 1994 - 629 pages |

Fundamentals of Mathematics by Jack Barker, James Rogers, James Van Dyke - 1991 - 836 pages |

Fundamentals of mathematics by Arnold R. Steffensen, Lee Murphy Johnson - 1991 - 635 pages |

Fundamentals of Mathematics [With Access Code] by James Van Dyke, James Rogers, Holli Adams - 2009 - 735 pages |

Fundamentos De Matematicas Basicas by Gladys Aponte - 1998 - 482 pages |

General math A-1 by Anita E. Harnadek - 1979 - 28 pages |

General mental functions associated with division by Henry Van Engen, E. Glenadine Gibb - 1956 - 181 pages |

General mental functions associated with division by Henry Van Engen, E. Glenadine Gibb - 1956 - 181 pages |

Geometrische Konstruktionen und Beweise in der Ebene by Ernst Hameister - 1970 - 138 pages |

Geometry by Frank Millett Morgan, Jane Zartman - 1963 - 615 pages |

Geometry and Induction by Jean Nicod - 1970 - 245 pages |

Geometry and Induction by Jean Nicod - 1970 - 245 pages |

Geometry and Induction by Jean Nicod - 1970 - 245 pages |

Geometry, kindergarten to grade thirteen by Ontario Institute for Studies in Education. K-13 Geometry Committee - 1967 - 119 pages |

Gerbert, die Geometrie des Boethius und die indischen Ziffern by Gottfried Friedlein - 1861 - 60 pages |

Get up and go! by Stuart J. Murphy - 1997 - 34 pages |

Global Analysis by S. S. Chern, Stephen Smale - 1970 - 250 pages |

Global analysis by Shiing-Shen Chern, Stephen Smale, American Mathematical Society - 1970 - 307 pages |

Godel's theorem simplified by Harry J. Gensler - 1984 - 83 pages |

Going Up! by Linda Hayward, Jim Henson - 1980 - 26 pages |

Graded city arithmetic by William Estabrook Chancellor - 1907 - 78 pages |

Graded exercises in arithmetic by Maria Jury, Jerome A. O'Connell, Edward B. Shallow - 1911 |

Graded lessons in arithmatic by Wilbur Fisk Nichols - 1899 |

Graded lessons in arithmatic by Wilbur Fisk Nichols - 1899 |

Graded lessons in arithmetic by Wilbur Fisk Nichols - 1899 |

Graded lessons in arithmetic by Wilbur Fisk Nichols - 1899 |

Graded lessons in arithmetic by Wilbur Fisk Nichols - 1899 |

Graded lessons in arithmetic by Wilbur Fisk Nichols - 1898 |

Graded lessons in arithmetic by Wilbur Fisk Nichols - 1898 |

Graded lessons in arithmetic by Wilbur Fisk Nichols - 1898 |

Graded lessons in arithmetic by Wilbur Fisk Nichols - 1895 |

Graded mental arithmetic by Frank J. Browne - 1902 - 159 pages |

Graded problems in arithmetic and mensuration by Samuel Mecutchen - 1880 - 232 pages |

Graded work in arithmetic by Samuel Wesley Baird - 1897 |

Graded work in arithmetic by Samuel Wesley Baird - 1897 |

Graded work in arithmetic by Samuel Wesley Baird - 1897 |

Graham's elementary arithmetic for fourth and fifth grades by J. W. Graham - 1895 - 190 pages |

Grammar school arithmetic by Bruce Mervellon Watson, Charles Edward White - 1912 - 415 pages |

Grammar school arithmetic by Adelia Roberts Hornbrook - 1900 - 416 pages |

Grammar school arithmetic - 1897 - 336 pages |

Greater Cleveland Mathematics Program by Science Research Associates - 1968 |

Greater Cleveland mathematics program by Science Research Associates - 1968 |

Greenleaf's Common school arithmetic by Benjamin Greenleaf - 1874 - 330 pages |

Greenleaf's Key to common school arithmetic by Benjamin Greenleaf - 1860 - 144 pages |

Greenleaf's new practical arithmetic by Henry Bartlett Maglathlin, Benjamin Greenleaf - 1877 - 360 pages |

Greenleaf's Primary arithmetic by Benjamin Greenleaf - 1860 - 144 pages |

Growth in mathematics by David W. Wells, Harcourt Brace Jovanovich, Center for Curriculum Development - 1978 - 358 pages |

Grundbegriffe der Mathematik by Edmund Hlawka, Peter Schmitt - 1979 - 195 pages |

Gründlicher und ausführlicher Unterricht zur praktischen Geometrie by Johann Tobias Mayer - 1793 - 615 pages |

Hamilton's standard arithmetic by Samuel Hamilton - 1917 |

Hamilton's standard arithmetic by Samuel Hamilton - 1917 |

Handbook of Floating-Point Arithmetic by J. M. Muller - 2010 - 572 pages |

Have numbers, will travel by Rachel Gosset - 1996 - 8 pages |

Heath mathematics by D.C. Heath and Company - 1992 |

Heath mathematics by D.C. Heath and Company - 1992 |

Heath mathematics by Walter E. Rucker, Clyde A. Dilley, David W. Lowry - 1987 |

Heath mathematics [grade 4] by Walter E. Rucker - 1983 - 380 pages |

Heath's primary arithmetic by Charles Edward White, Bruce Mervellon Watson - 1901 - 252 pages |

Heath's primary arithmetic by Charles Edward White, Bruce Mervellon Watson - 1901 - 252 pages |

Hewitt's Arithmetic, in whole numbers, and fractions, vulgar and decimal by Mr. Hewitt (John) - 127 pages |

Hewitt's Arithmetic, in whole numbers, and fractions, vulgar and decimal by Mr. Hewitt (John) - 127 pages |

Higher analytical arithmetic, or The method of making arithmetical calculations on principles of universal application, without the aid of formal rules by Shelton Palmer Sanford - 1874 |

Higher Arithmetic by Beman Wooster Woodruff, David Eugene Smith, Wooster Woodruff Beman - 2009 - 216 pages |

Higher Arithmetic by Harold M. Edwards - 2008 - 210 pages |

Higher arithmetic by Frederick Augustus Smith - 1929 - 137 pages |

Higher arithmetic by Charles William Morey - 1912 - 288 pages |

Higher arithmetic by John Henry Walsh - 1898 - 394 pages |

Higher arithmetic by George Roberts Perkins - 1851 |

Higher arithmetic by George Roberts Perkings - 1850 - 342 pages |

Higher arithmetic by James Bates Thomson - 1849 - 422 pages |

Higher arithmetic by George Roberts Perkings - 1841 - 252 pages |

Higher arithmetic, or, the science and application of numbers by James Bates Thomson - 1862 - 422 pages |

Higher book by William Seneca Sutton - 1896 |

Histoire de Fractions/Fractions D'Histoire by Paul Benoît, Karine Chemla, Jim Ritter - 1992 - 436 pages |

Histoire universelle des chiffres by Georges Ifrah - 1994 - 1010 pages |

Histoire universelle des chiffres by Georges Ifrah - 1994 - 1042 pages |

History of mathematics. Arithmetic by Louis Charles Karpinski - 1910 |

Holt school mathematics [grade 5] by Eugene Douglas Nichols - 1978 - 374 pages |

Home study book by Edwin M. Lieberthal - 1978 - 80 pages |

Home-school connection by Randall Inners Charles, Scott, Foresman and Company, Addison-Wesley Publishing Company - 2005 |

Home-school connection by Randall Inners Charles, Scott, Foresman and Company, Addison-Wesley Publishing Company - 2005 |

Hopkins and Underwood's new arithmetics by John William Hopkins, Patrick Healy Underwood - 1907 - 350 pages |

Horace Mann supplementary arithmetic by Milo Burdette Hillegas, Mary Gertrude Peabody, Ida M. Baker - 1925 - 156 pages |

Horace Mann supplementary arithmetic by Milo Burdette Hillegas, Mary Gertrude Peabody, Ida M. Baker - 1925 - 156 pages |

Houghton Mifflin math central by Houghton Mifflin Company - 1999 |

Houghton Mifflin math central by Laurie A. Boswell, Houghton Mifflin Company - 1999 - 121 pages |

Houghton Mifflin math central by Houghton Mifflin Company - 1998 |

Houghton Mifflin mathematics by Carole E. Greenes, Houghton Mifflin Company, Miriam A. Leiva, Bruce Ramon Vogeli, Matt Larson - 2002 |

Houghton Mifflin mathematics by Houghton Mifflin Company - 2002 |

Houghton Mifflin mathematics by Houghton Mifflin Company - 2002 |

Houghton Mifflin mathematics by Ernest Rowland Duncan, W. Garfield Quast - 1985 - 484 pages |

Houghton Mifflin mathematics by Ernest Rowland Duncan, W. Garfield Quast - 1985 - 423 pages |

Houghton Mifflin Mathematics: Practice activities workbook - 1987 - 163 pages |

Houghton Mifflin the mathematics experience by Mary Ann Haubner - 1992 |

How Solve Word Problems in Arithmetic by Phyllis Pullman - 2001 - 150 pages |

How to become quick at figures by D. M. Garrett - 1891 - 200 pages |

How to calculate quickly by Henry Sticker - 1955 - 185 pages |

How to Calculate Quickly by Henry Sticker - 1955 - 185 pages |

How to Calculate Quickly by Henry Sticker - 1955 - 185 pages |

How to calculate quickly by Henry Sticker - 1955 - 185 pages |

How to prepare for the graduate records examination--mathematics by Leatrice Lees - 1979 - 214 pages |

How to teach primary arithmetic by Levi Seeley - 1911 - 72 pages |

How we use numbers by Leo John Brueckner - 1934 - 188 pages |

Hull's Mental arithmetic by George Washington Hull - 1896 - 140 pages |

I can count the petals of a flower by John Wahl, Stacey Wahl - 1976 - 32 pages |

Illustrated Fractions by Jetser Carasco - 2010 - 120 pages |

Illustrated table-book; or, Juvenile arithmetic, containing oral and slate exercises for beginners by James Bates Thomson - 1878 - 128 pages |

Improperly posed problems and their numerical treatment - 1983 - 264 pages |

Inchworm and a half by Elinor J. Pinczes - 2001 |

Inchworm helps out by Joanne Mattern - 2000 - 30 pages |

Index translationum 29 by League of Nations, International Institute of Intellectual Co-operation, Unesco - 1980 - 1006 pages |

Index translationum, 29. 1976 by League of Nations, International Institute of Intellectual Co-operation, Unesco - 1980 - 1006 pages |

Individualizing mathematics by Jack Foley - 1970 |

Individualizing mathematics by Jack Foley - 1970 |

Inductive geometry, or, An analysis of the relations of form and magnitude by Charles Bonnycastle - 1834 - 631 pages |

Industrial arithmetic by Nelson L. Roray - 1916 - 154 pages |

Industrial arithmetic by Charles Gerard White, Pitt Payson Colgrove - 1916 - 281 pages |

Instructor's resource guide for Basic mathematics, fifth edition by Mervin Laverne Keedy, Marvin L. Bittinger - 1987 - 335 pages |

Instructor's resource manual to accompany Arithmetic by Jacqueline Austin - 1984 - 326 pages |

Intellectual arithmetic by Warren Colburn - 1891 - 216 pages |

Intellectual arithmetic by Warren Colburn - 1863 - 172 pages |

Intellectual arithmetic by Warren Colburn (Jr.), George Barrell Emerson - 1863 - 176 pages |

Intellectual arithmetic by Warren Colburn - 1863 - 172 pages |

Intellectual arithmetic by Warren Colburn - 1849 - 160 pages |

Intellectual arithmetic by Warren Colburn - 1829 - 172 pages |

Intellectual arithmetic upon the inductive method of instruction by Warren Colburn - 1888 |

Intellectual arithmetic, or, an analysis of the science of numbers by Charles Davies - 1859 - 173 pages |

Intellectual arithmetic, upon the inductive method of instruction - 1862 |

Intellectual arithmetic, upon the inductive method of instruction by Warren Colburn - 1836 - 172 pages |

Intermediate arithmetic by George E. Mercer, Mabel Bonsall - 1914 |

Intermediate arithmetic by David Eugene Smith - 1905 - 267 pages |

Intermediate arithmetic by John Henry Walsh - 1893 - 8 pages |

Intermediate arithmetic by John Henry Walsh - 1893 - 458 pages |

Intermediate arithmetic by John Henry Walsh - 1893 - 468 pages |

Intermediate arithmetic for use in the schools and academies of the United States by Dennis Cronan (jr.) - 1869 - 390 pages |

Intermediate arithmetic on the analytic system by Shelton Palmer Sanford - 1871 |

Intermediate arithmetic on the analytic system by Shelton Palmer Sanford - 1871 - 228 pages |

Intermediate arithmetic on the inductive method by James William Nicholson - 1885 - 218 pages |

Intermediate arithmetic on the inductive method by James William Nicholson - 1885 - 218 pages |

Intermediate book by W. S. Sutton - 1892 |

Interrelationships of fourth-grade teachers' and pupils' comprehension of the distributive property of multiplication over addition in the set of whole numbers by William Francis Johnston - 1977 - 402 pages |

Introduction aux Data d'Euclide d'après le philosophe Marinus by Maurice Michaux, Marinus - 1947 - 77 pages |

Introduction aux Data d'Euclide d'après le philosophe Marinus by Maurice Michaux, Marinus - 1947 - 77 pages |

Introduction to Analytic Number Theory by Tom M. Apostol - 1976 - 338 pages |

Introduction to Cardinal Arithmetic by M. Holz, Karsten Steffens, Edmund Weitz - 1999 - 304 pages |

Introduction to fuzzy arithmetic by Arnold Kaufmann, Madan M. Gupta - 1985 - 351 pages |