The calculus lifesaver : all the tools you need to excel at calculus / Adrian Banner.
Material type:
TextSeries: A Princeton lifesaver study guidePublication details: Princeton, NJ : Princeton University Press, c2007.Description: xxi, 728 p. : ill. ; 26 cmISBN: - 9780691131535
- 0691131538
- 9780691130880 (pbk.)
- 0691130884 (pbk.)
- 515 22
- QA303.2 .B36 2007
| 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 | |
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Monograph ( Printed materials)
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ARRUPE LIBRARY Main Collection | Main Collection | QA303.2 .B36 2007 (Browse shelf(Opens below)) | Available | 46600006934 |
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| QA295 .A85 2003 The art of the infinite : the pleasures of mathematics / | QA303 .A28 1997 Calculus / | QA303.S857 1982 Calculus and analytic geometry | QA303.2 .B36 2007 The calculus lifesaver : all the tools you need to excel at calculus / | QA372 .S49 1991 Differential equations, with applications and historical notes / | QA447.D4713 1977 Edmund Husserl's Origin of geometry, an introduction / | QA531 .A97 2009 Schaum's outline trigonometry : with calculator-based solutions / |
Includes index.
Functions, graphs, and lines -- Review of trigonometry -- Introduction to limits -- How to solve limit problems involving polynomials -- Continuity and differentiability -- How to solve differentiation problems -- Trig limits and derivatives -- Implicit differentiation and related rates -- Exponentials and logarithms -- Inverse functions and inverse trig functions -- The derivative and graphs -- Sketching graphs -- Optimization and linearization -- L'Hôpital's Rule and overview of limits -- Introduction to integration -- Definite integrals -- The fundamental theorems of calculus -- Techniques of integration, part one -- Techniques of integration, part two -- Improper integrals : basic concepts -- Improper integrals : how to solve problems -- Sequences and series : basic concepts -- How to solve series problems -- Taylor polynomials, Taylor series, and power series -- How to solve estimation problems -- Taylor and power series : how to solve problems -- Parametric equations and polar coordinates -- Complex numbers -- Volumes, arc lengths, and surface areas -- Differential equations.
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