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The calculus 7 / Louis Leithhold

By: Material type: TextTextPublisher: Singapore : Pearson Education Asia, [1996]Description: xxiv, 1192 pages : illustrationsContent type:
  • text
Media type:
  • unmediated
Carrier type:
  • volume
ISBN:
  • 9789814119214
Subject(s): Genre/Form:
DDC classification:
  • 515
Contents:
Functions, limits, and continuity
The derivative and differentiation
Behavior of functions and their graphs, extreme function values, and approximations
The definite integral and integration
Logarithmic, exponential, inverse trigonometric, and hyperbolic functions
Additional applications of the definite integral
Techniques of integration, indeterminate forms, and improper integrals
Polynomial approximations, sequences, and infinite series
Parametric equations, plane curves, and polar graphs
Vectors and planes, lines, and surfaces in space
Vector-valued functions
Differential calculus of functions of more that one variable
Introduction to the calculus of Vector fields
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Holdings
Item type Current library Collection Call number Copy number Status Barcode
Book Book Greater Project 4 Branch Reference Section Circulation C 515 L533c 1996 (Browse shelf(Opens below)) c. 1 Available 110801d
Book Book Pasong Tamo Branch Reference Section Circulation C 515 L533c 1996 (Browse shelf(Opens below)) c. 2 Available 127071d
Book Book Payatas Lupang Pangako Branch Reference Section Circulation C 515 L533c 1996 (Browse shelf(Opens below)) c. 3 Available 127072d
Browsing Payatas Lupang Pangako Branch shelves, Shelving location: Reference Section, Collection: Circulation Close shelf browser (Hides shelf browser)
C 395 T897a 1995 The Amy Vanderbilt complete book of etiquette C 428.34 M723s 2001 Side by side : book 2 C 500.0207 Sc416 1995 Science : interactions, course 2 C 515 L533c 1996 The calculus 7 C 519.5 B658e 2000 Elementary statistics : a brief version C 530 Z82p 2013 Physics : principles & problems C 530 Z82p 2016 Physics : principles & problems

Includes index.

Functions, limits, and continuity

The derivative and differentiation

Behavior of functions and their graphs, extreme function values, and approximations

The definite integral and integration

Logarithmic, exponential, inverse trigonometric, and hyperbolic functions

Additional applications of the definite integral

Techniques of integration, indeterminate forms, and improper integrals

Polynomial approximations, sequences, and infinite series

Parametric equations, plane curves, and polar graphs

Vectors and planes, lines, and surfaces in space

Vector-valued functions

Differential calculus of functions of more that one variable

Introduction to the calculus of Vector fields

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