Calculus
3rd Edition
Published on 5. April 2002
Book
Hardback
1104 pages
978-0-13-091871-0 (ISBN)
Description
For courses in Calculus for students majoring in engineering, science, and math.
Built from the ground up to meet the needs of today's calculus students, Calculus was the first text to pair a complete calculus syllabus with the best elements of reform-like extensive verbalization and strong geometric visualization. The Third Edition of this groundbreaking text has been crafted and honed, making it the text of choice for those seeking the best of both worlds. This text also features the most varied, challenging and compelling exercise sets of any text in the market.
Built from the ground up to meet the needs of today's calculus students, Calculus was the first text to pair a complete calculus syllabus with the best elements of reform-like extensive verbalization and strong geometric visualization. The Third Edition of this groundbreaking text has been crafted and honed, making it the text of choice for those seeking the best of both worlds. This text also features the most varied, challenging and compelling exercise sets of any text in the market.
More details
Edition
3rd edition
Language
English
Place of publication
United States
Publishing group
Pearson Education (US)
Target group
Professional and scholarly
Dimensions
Height: 292 mm
Width: 284 mm
Thickness: 39 mm
Weight
2502 gr
ISBN-13
978-0-13-091871-0 (9780130918710)
Copyright in bibliographic data and cover images is held by Nielsen Book Services Limited or by the publishers or by their respective licensors: all rights reserved.
Schweitzer Classification
Content
1. Functions and Graphs.
2. Limits and Continuity.
3. Differentiation.
4. Additional Applications of the Derivative.
5. Integration.
6. Additional Applications of the Integral.
7. Methods of Integration.
8. Infinite Series.
9. Vectors in the Plane and in Space.
10. Vector-Valued Functions.
11. Partial Differentiation.
12. Multiple Integration.
13. Introduction to Vector Analysis.
14. Introduction to Differential Equations.
Appendices:
A. Introduction to the Theory of Limits.
B. Selected Proofs.
C. Significant Digits.
D. Short Table of Integrals.
E. Trigonometric Formulas.
F. Answers to Odd-Numbered Problems.
2. Limits and Continuity.
3. Differentiation.
4. Additional Applications of the Derivative.
5. Integration.
6. Additional Applications of the Integral.
7. Methods of Integration.
8. Infinite Series.
9. Vectors in the Plane and in Space.
10. Vector-Valued Functions.
11. Partial Differentiation.
12. Multiple Integration.
13. Introduction to Vector Analysis.
14. Introduction to Differential Equations.
Appendices:
A. Introduction to the Theory of Limits.
B. Selected Proofs.
C. Significant Digits.
D. Short Table of Integrals.
E. Trigonometric Formulas.
F. Answers to Odd-Numbered Problems.