An introduction to the history of mathematics
This classic best-seller by a well-known author introduces mathematics history to math and math education majors. Suggested essay topics and problem studies challenge students. CULTURAL CONNECTIONS sections explain the time and culture in which mathematics developed and evolved. Portraits of mathematicians and material on women in mathematics are of special interest.
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PROBLEM STUDIES 23
Agrarian Mathematics 24 Geometry 25 Algebra 26 Plimpton 322
29 other sections not shown
algebra altitude analytic geometry Apollonius Archimedes arithmetic astronomy Babylonian base Book calculus century chord computing conic considered construction coordinates cube cubic equation curve David Smith Collection decimal denote Descartes diagonal diameter Diophantus draw elementary equal Euclid's Elements Euclidean tools Euler Fermat Figure formula Greek Mathematics Hindu history of mathematics infinite inscribed intersection known later Leibniz length line segment logarithms logic mathematician method method of exhaustion modern multiplication natural number Newton non-Euclidean geometry number theory numeral system obtain pair parallel parallel postulate perpendicular plane polynomial positive integers prime Problem Study projective geometry proof propositions Prove Pythagorean theorem Pythagorean triples quadratic equation quadrature quadrilateral radius rational numbers real number regular polygon right triangle roots Section Show sides solution solved sphere spherical square straight line symbol tablet tangent tetrahedron theorem tion treatise trigonometry trisection University Press vertex York