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Calculus : single and multivariable / Deborah Hughes-Hallett, [and 22 others], produced by the consortium based at Harvard and funded by a National Science Foundation Grant.

By: Material type: TextTextPublisher: Hoboken, New Jersey : John Wiley & Sons, 2019Edition: Seventh editionDescription: xviii, 1146 pages : illustrations ; 28 cmContent type:
  • rdacontent
Media type:
  • rdamedia
Carrier type:
  • rdacarrier
ISBN:
  • 9781119585732
Subject(s): DDC classification:
  • 515 H874c
LOC classification:
  • QA303 .C155
Contents:
Foundations for calculus: functions and limits -- Key concepts: the derivative -- Short-cuts to differentiation -- Using the derivative -- Key concepts: the definite integral -- Constructing antiderivatives -- Integration -- Using the definite integral -- Sequences and series -- Approximating functions using series -- Differential equations -- Functions of several variables -- A fundamental tool: vectors -- Differentiating functions of several variables -- Optimization: local and global extrema -- Integrating functions of several variables -- Parameterization and vector fields -- Line integrals -- Flux integrals and divergence -- The curl and stokes theorem -- Parameters, coordinates and integrals.
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Holdings
Item type Current library Shelving location Call number Copy number Status Date due Barcode
Books Books Main Library Circulation Section CIR 515 H874c 2019 (Browse shelf(Opens below)) 1-1 Available 028007

Includes index.

Foundations for calculus: functions and limits -- Key concepts: the derivative -- Short-cuts to differentiation -- Using the derivative -- Key concepts: the definite integral -- Constructing antiderivatives -- Integration -- Using the definite integral -- Sequences and series -- Approximating functions using series -- Differential equations -- Functions of several variables -- A fundamental tool: vectors -- Differentiating functions of several variables -- Optimization: local and global extrema -- Integrating functions of several variables -- Parameterization and vector fields -- Line integrals -- Flux integrals and divergence -- The curl and stokes theorem -- Parameters, coordinates and integrals.

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