| Facillima artis arithmeticae methodus by Johann B. Lechner - 1778 |
| Facillima artis arithmeticae methodus by Johann B. Lechner - 1774 |
| Facillima artis arithmeticae methodus by Johann B. Lechner - 1759 |
| Facillima artis arithmeticae methodus by Johann B. Lechner - 1755 |
| Facillima artis arithmeticae methodus by Johann B. Lechner - 1750 |
| Facillima artis arithmeticae methodus by Johann B. Lechner - 1736 |
| Factors associated with superior and inferior achievement in problem solving in sixth grade arithmetic by Carl Wallace Hansen - 1943 - 193 pages |
| Farm Arithmetic by Charles William Burkett - 2008 - 296 pages |
| Farm Arithmetic by Charles William Burkett - 2008 - 296 pages |
| Farm Arithmetic by Charles William Burkett, Karl Dale Swartzel - 1913 - 280 pages |
| Fear no more by Peter John Hilton, Jean Pedersen - 1983 - 281 pages |
| Felter's Advanced arithmetic by Stoddard A. Felter, Samuel Ashbel Farrand - 1878 - 268 pages |
| Felter's new intermediate arithmetic by Stoddard A. Felter, Samuel Ashbel Farrand - 1875 - 258 pages |
| Fenwick's arithmetical essay by George Fenwick - 1810 - 257 pages |
| Ferrell's advanced arithmetic by John Appley Ferrell - 1901 |
| Ferrell's Advanced arithmetic by John Appley Ferrell - 1901 - 408 pages |
| Ferrell's elementary arithmetic by John Appley Ferrell - 1901 |
| Fichero de problemas de aritmética y geometría by Alfredo Gadino - 1975 - 186 pages |
| Fifty steps in measures, multiples, vulgar and decimal fractions by Henry Daman - 1871 |
| Figure It Out by Mary C. Wallace - 1981 - 80 pages |
| Figure it out by Mary C. Wallace - 1971 - 80 pages |
| Figuring by Shakuntala Devi - 1977 - 157 pages |
| Fingermath by E.M. Lieberthal Peter Gurau, Peter K. Gurau - 1979 - 147 pages |
| Fingers Come in Fives by Oliver G. Selfridge - 1966 - 44 pages |
| Finite Math Applied to the Real World by Waner - 2001 - 225 pages |
| Finite Math With Calculus by Hoffmann - 1994 - 367 pages |
| Finite mathematics by Margaret L. Lial, Raymond N. Greenwell, Nathan P. Ritchey - 2005 - 672 pages |
| Finite mathematics by Margaret L. Lial, Raymond N. Greenwell, Nathan P. Ritchey - 2002 - 648 pages |
| Finite mathematics by Frank S. Budnick - 1985 - 461 pages |
| Finite mathematics by Daniel Gallin - 1984 - 525 pages |
| Finite mathematics by James W. Thomas, Ann M. Thomas - 1978 - 459 pages |
| Finite mathematics by James W. Thomas, Ann M. Thomas - 1973 - 342 pages |
| Finite mathematics and calculus with applications by Margaret L. Lial, Charles David Miller - 1989 - 1098 pages |
| Finite mathematics and its applications by Larry Joel Goldstein, David I. Schneider, Martha J. Siegel - 1988 - 535 pages |
| Finite mathematics for business and social science by William J. Adams - 1974 - 354 pages |
| Finite mathematics with applications by John J. Costello, Spenser O. Gowdy, Agnes M. Rash - 1981 - 524 pages |
| Finite Mathematics, Student Solutions Manual by Abe Mizrahi, Michael Sullivan, Stephen L. Davis, William L. Hosch - 1996 - 240 pages |
| Finite Or Infinite Dimensional Complex Analysis and Applications by Le Hung Son, Wolfgang Tutschke, Chung-Chun Yang - 2004 - 381 pages |
| First Book in Arithmetic by Frederic A. Adams - 2008 - 100 pages |
| First book in arithmetic by Daniel W. Fish - 1880 - 168 pages |
| First book in arithmetic by Daniel W. Fish - 1874 - 168 pages |
| First book in arithmetic, including oral and written exercises by Daniel W. Fish - 1874 |
| First book of arithmetic by Emerson Elbridge White - 1890 - 168 pages |
| First book of arithmetic for the use of schools by Commissioners of National Education in Ireland - 1842 |
| First Lessons in Arithmetic by Claudius Crozet - 2009 - 182 pages |
| First Lessons in Arithmetic by Charles Davies - 2008 - 136 pages |
| First Lessons in Arithmetic by Charles Davies - 2008 - 172 pages |
| First Lessons in Arithmetic by Charles Davies - 2008 - 136 pages |
| First Lessons in Arithmetic by Charles Davies - 2008 - 172 pages |
| First lessons in arithmetic by Edward Olney - 1885 - 144 pages |
| First lessons in arithmetic by Edward Olney - 1882 - 141 pages |
| First lessons in arithmetic by Hugo Reid - 1853 |
| First lessons in arithmetic by Charles Davies - 1848 - 168 pages |
| First lessons in arithmetic by Charles Davies - 1844 - 168 pages |
| First lessons in arithmetic by Charles Davies - 1840 - 132 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 mental and written arithmetic by Horatio Nelson Robinson - 1870 - 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 lessons in rational arithmetic by William Hardcastle - 1852 |
| First steps in arithmetic by Ella Maria Pierce - 1900 - 160 pages |
| First steps in arithmetic by Ella Maria Pierce - 1899 - 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 one[-two] by Daniel W. Fish - 1883 |
| Fish's Arithmetic number two by Daniel W. Fish - 1883 - 352 pages |
| Fish's arithmetic number two by Daniel W. Fish - 1883 |
| Fish's Arithmetic number two by Daniel W. Fish - 1883 - 352 pages |
| Fleeting Footsteps by Lay Yong Lam, Tian Se Ang - 2004 - 243 pages |
| For grades VII-VIII by Fletcher Durell, Elizabeth Hall - 1912 |
| Forcing, Arithmetic, Division Rings by Joram Hirschfeld, William H. Wheeler - 1975 - 266 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 Statistics and Anyon Superconductivity by Frank Wilczek - 1990 - 447 pages |
| Fractional Statistics and Anyon Superconductivity by Frank Wilczek - 1990 - 447 pages |
| Fractions by Louanne Winkle - 1996 - 32 pages |
| Fractions by Gretchen B. Teschner - 1989 |
| Fractions by International Correspondence Schools - 1946 - 36 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 ... Exercitationum mathematicarum libri quinque by Frans van Schooten - 1657 - 534 pages |
| 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's Theorem by Richard G. Heck - 2011 - 356 pages |
| Frege's Theorem by Richard G. Heck - 2011 - 356 pages |
| Frege, Dedekind, and Peano on the foundations of arithmetic by Donald Gillies - 1982 - 103 pages |
| French's Mental arithmetic by John Homer French - 1872 - 180 pages |
| From 1 to 10 by Richard Scarry - 1995 - 21 pages |
| Frontiers in Numerical Relativity by Charles R. Evans, Lee S. Finn, David W. Hobill - 2011 - 450 pages |
| Frontiers in Numerical Relativity by Charles Ross Evans, Lee Samuel 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 elementary mathematics by Clarence H. Heinke - 1970 - 348 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 by Bittinger - 1998 - 816 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 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 - 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 |
| Fundamentos de aritmética by Manuel Sánchez Sordo - 1988 - 272 pages |
| Fundamentos de matemáticas básicas by Gladys Aponte - 1998 - 482 pages |