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Calculus : single and multivariable / Deborah Hughes-Hallett [and twenty-one others].

Contributor(s): Material type: TextPublication details: New Jersey : John Wiley & Sons, Inc., c2019.Edition: Seventh and Asia editionDescription: xviii, 1146 pages : illustrations ; 28 cmISBN:
  • 978-11-1958573-2
Subject(s): LOC classification:
  • QA303 C35 2019
Contents:
1 - Foundation for calculus : functions and limits 2 - Key concepts : the derivative 3 - Short-cuts to differentiation 4 - Using the derivative 5 - Key concept : the definite integral 6 - Constructing antiderivatives 7 - Integration 8 - Using the definite integral 9 - Sequences and series 10 - Approximating functions using series 11 - Differential equations 12 - Functions of several variables 13 - A fundamental tool : vectors 14 - Differentiating functions of several variables 15 - Optimization : local and global extrema 16 - Integrating functions of several variables 17 - Parameterization and vector fields 18 - Line integrals 19 - Flux integrals and divergence 20 - The Curl and Stokes' theorem 21 - Parameters, coordinates, and integrals
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Cover image Item type Current library Home library Collection Shelving location Call number Materials specified Vol info URL Copy number Status Notes Date due Barcode Item holds Item hold queue priority Course reserves
Book Cavite State University - CCAT Campus Book GCS CIR QA303 C35 2019 (Browse shelf(Opens below)) 1 copy Available R0012179

Includes bibliographical references and index.

1 - Foundation for calculus : functions and limits 2 - Key concepts : the derivative 3 - Short-cuts to differentiation 4 - Using the derivative 5 - Key concept : the definite integral 6 - Constructing antiderivatives 7 - Integration 8 - Using the definite integral 9 - Sequences and series 10 - Approximating functions using series 11 - Differential equations 12 - Functions of several variables 13 - A fundamental tool : vectors 14 - Differentiating functions of several variables 15 - Optimization : local and global extrema 16 - Integrating functions of several variables 17 - Parameterization and vector fields 18 - Line integrals 19 - Flux integrals and divergence 20 - The Curl and Stokes' theorem 21 - Parameters, coordinates, and integrals

In English text.

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