Calculus explained / [by] W. J. Reichmann.
Series Science paperbacksEditor: London : New York : Methuen ; Barnes & Noble, [1969, c1964]Descripción: viii, 331 p. : il. ; 22 cmISBN: 0389011576Tema(s): CalculusOtra clasificación: 26-01CONTENTS preface page vii What is the Calculus ? [1] Functions and Continuous Variation [10] Limits and Infinity [24] Basic Differentiation [36] Simple Differentiation Methods [49] Pause for a Paradox [66] Maximum and Minimum Values [72] Differentials [93] Basic Integration [100] Substitution Methods [123] Exponents and Logarithms [135] Integration Methods [153] Trigonometric Functions [167] Hyperbolic Functions [184] Plane Areas [191] Volumes and Surface Areas [206] Interpretation of an Area [221] Mechanics and Integration [230] Statistics [251] Partial Differentiation and Integration [260] Curvature [269] Elementary Differential Equations [279] Expansion of Series [296] Fallacies [305] APPENDIXES Partial Fractions [315] Trigonometric Ratios and Identities [317] Standard Integrals [320] IV Logarithmic Equivalents of Inverse Hyperbolic Functions [323] V Limits and Continuous Functions -Definitions [325] INDEX [327]
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Instituto de Matemática, CONICET-UNS | Libros ordenados por tema | 26 R352 (Browse shelf) | Available | A-2996 |
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| 26 P985 Cálculo con geometría analítica / | 26 R117 Introducción al análisis matemático : | 26 R131 Continuous transformations in analysis : | 26 R352 Calculus explained / | 26 R425 Manual de analisis matemático / | 26 R425 Manual de analisis matemático / | 26 R456 Análisis matemático / |
CONTENTS --
preface page vii --
What is the Calculus ? [1] --
Functions and Continuous Variation [10] --
Limits and Infinity [24] --
Basic Differentiation [36] --
Simple Differentiation Methods [49] --
Pause for a Paradox [66] --
Maximum and Minimum Values [72] --
Differentials [93] --
Basic Integration [100] --
Substitution Methods [123] --
Exponents and Logarithms [135] --
Integration Methods [153] --
Trigonometric Functions [167] --
Hyperbolic Functions [184] --
Plane Areas [191] --
Volumes and Surface Areas [206] --
Interpretation of an Area [221] --
Mechanics and Integration [230] --
Statistics [251] --
Partial Differentiation and Integration [260] --
Curvature [269] --
Elementary Differential Equations [279] --
Expansion of Series [296] --
Fallacies [305] --
APPENDIXES --
Partial Fractions [315] --
Trigonometric Ratios and Identities [317] --
Standard Integrals [320] --
IV Logarithmic Equivalents of Inverse Hyperbolic Functions [323] --
V Limits and Continuous Functions -Definitions [325] --
INDEX [327] --
MR, REVIEW #
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