01035cam0-22003251i-450 99000427237040332120181031122924.02-600-00334-700042723720011113d1999----km-y0itay50------bafreCHy-------101yyFemmes savantes, savoirs des femmesdu crépuscule de la Renaissance à l'aube des Lumièresactes du colloque de Chantilly (22-24 septembre 1995)études réunies par Colette NativelGenèveDroz1999265 p.26 cmTravaux du grand siècle11Letteratura franceseDonne840.9928722376.944Nativel,ColetteITUNINARICAUNIMARCBK990004272370403321840.992 NAT 1Bibl.40588FLFBCCollez. 1677 (11)39409FSPBCXIV AFSPBCFLFBCFemmes savantes, savoirs des femmes490398UNINA05223nam 2200781 a 450 991082011620332120260415135513.097866134008339781283400831128340083997811181301481118130146978111813015511181301549781118130124111813012X(CKB)2550000000074224(EBL)818446(OCoLC)773301085(SSID)ssj0000551530(PQKBManifestationID)11354450(PQKBTitleCode)TC0000551530(PQKBWorkID)10525548(PQKB)11224344(MiAaPQ)EBC818446(Au-PeEL)EBL818446(CaPaEBR)ebr10518694(CaONFJC)MIL340083(PPN)185060552(Perlego)1012619(UkBuK)36562(EXLCZ)99255000000007422420110617d2012 uy 0engur|n|---|||||txtccrIntroduction to differential calculus systematic studies with engineering applications for beginners /Ulrich L. Rohde ... [et al.]1st ed.Wiley20111 online resource (779 p.)Description based upon print version of record.9781118117750 1118117751 Includes bibliographical references and index.INTRODUCTION TO DIFFERENTIAL CALCULUS: Systematic Studies with Engineering Applications for Beginners; CONTENTS; Foreword; Preface; Biographies; Introduction; Acknowledgments; 1 From Arithmetic to Algebra (What must you know to learn Calculus?); 1.1 Introduction; 1.2 The Set of Whole Numbers; 1.3 The Set of Integers; 1.4 The Set of Rational Numbers; 1.5 The Set of Irrational Numbers; 1.6 The Set of Real Numbers; 1.7 Even and Odd Numbers; 1.8 Factors; 1.9 Prime and Composite Numbers; 1.10 Coprime Numbers; 1.11 Highest Common Factor (H.C.F.); 1.12 Least Common Multiple (L.C.M.)1.13 The Language of Algebra1.14 Algebra as a Language for Thinking; 1.15 Induction; 1.16 An Important Result: The Number of Primes is Infinite; 1.17 Algebra as the Shorthand of Mathematics; 1.18 Notations in Algebra; 1.19 Expressions and Identities in Algebra; 1.20 Operations Involving Negative Numbers; 1.21 Division by Zero; 2 The Concept of a Function (What must you know to learn Calculus?); 2.1 Introduction; 2.2 Equality of Ordered Pairs; 2.3 Relations and Functions; 2.4 Definition; 2.5 Domain, Codomain, Image, and Range of a Function; 2.6 Distinction Between "f " and "f(x)"3 Discovery of Real Numbers: Through Traditional Algebra (What must you know to learn Calculus?)3.1 Introduction; 3.2 Prime and Composite Numbers; 3.3 The Set of Rational Numbers; 3.3 The Set of Rational Numbers; 3.4 The Set of Irrational Numbers; 3.5 The Set of Real Numbers; 3.6 Definition of a Real Number; 3.7 Geometrical Picture of Real Numbers; 3.8 Algebraic Properties of Real Numbers; 3.9 Inequalities (Order Properties in Real Numbers); 3.10 Intervals; 3.11 Properties of Absolute Values; 3.12 Neighborhood of a Point; 3.13 Property of Denseness; 3.14 Completeness Property of Real Numbers3.15 (Modified) Definition II (l.u.b.)3.16 (Modified) Definition II (g.l.b.); 4 From Geometry to Coordinate Geometry (What must you know to learn Calculus?); 4.1 Introduction; 4.2 Coordinate Geometry (or Analytic Geometry); 4.3 The Distance Formula; 4.4 Section Formula; 4.5 The Angle of Inclination of a Line; 4.6 Solution(s) of an Equation and its Graph; 4.7 Equations of a Line; 4.8 Parallel Lines; 4.9 Relation Between the Slopes of (Nonvertical) Lines that are Perpendicular to One Another; 4.10 Angle Between Two Lines; 4.11 Polar Coordinate System5 Trigonometry and Trigonometric Functions (What must you know to learn Calculus?)"Through the use of examples and graphs, this book maintains a high level of precision in clarifying prerequisite materials such as algebra, geometry, coordinate geometry, trigonometry, and the concept of limits. The book explores concepts of limits of a function, limits of algebraic functions, applications and limitations for limits, and the algebra of limits. It also discusses methods for computing limits of algebraic functions, and explains the concept of continuity and related concepts in depth. This introductory submersion into differential calculus is an essential guide for engineering and the physical sciences students"--Provided by publisher.Differential calculusTextbooksCàlcul diferencialthubLlibres electrònicsthubDifferential calculusCàlcul diferencial515/.33MAT005000bisacshRohde Ulrich Laut728646Rohde Ulrich L728646MiAaPQMiAaPQMiAaPQBOOK9910820116203321Introduction to differential calculus3999855UNINA