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Work more effectively and check solutions as you go along with the text! This Student Solutions Manual is designed to accompany Hughes-Hallett's Calculus: Single & Multivariable, 4th Edition. It contains solutions to every other odd-numbered problem in the text for chapters 1-20. Striking a balance between concepts, modeling, and skills, Calculus: Single & Multivariable, 4th Edition is a highly acclaimed book that arms readers with an accessible introduction to calculus. It builds on the strengths from previous editions, presenting key concepts graphically, numerically, symbolically, and verbally. Guided by this innovative Rule of Four approach, the fourth edition examines new topics while providing readers with a strong conceptual understanding of the material.

Chapter 1. A Library of Functions

Chapter 2. Key Concept: The Derivative

Chapter 3. Short-Cuts to Differentiation

Chapter 4. Using the Derivative

Chapter 5. Key Concept: The Definite Integral

Chapter 6. Constructing Antiderivatives

Chapter 7. Integration

Chapter 8. Using the Definite Integral

Chapter 9. Series

Chapter 10. Approximating Functions

Chapter 11. Differential Equations

Chapter 12. Functions of Several Variables

Chapter 13. A Fundamental Tool: Vectors

Chapter 14. Differentiating Functions of Many Variables

Chapter 15. Optimization: Local and Global Extrema

Chapter 16. Integrating Functions of Many Variables

Chapter 17. Parameterized Curves and Vector Fields

Chapter 18. Line Integrals

Chapter 19. Flux Integrals

Chapter 20. Calculus of Vector Fields Appendices Calculus Easy Reference

Summary

Work more effectively and check solutions as you go along with the text! This Student Solutions Manual is designed to accompany Hughes-Hallett's Calculus: Single & Multivariable, 4th Edition. It contains solutions to every other odd-numbered problem in the text for chapters 1-20. Striking a balance between concepts, modeling, and skills, Calculus: Single & Multivariable, 4th Edition is a highly acclaimed book that arms readers with an accessible introduction to calculus. It builds on the strengths from previous editions, presenting key concepts graphically, numerically, symbolically, and verbally. Guided by this innovative Rule of Four approach, the fourth edition examines new topics while providing readers with a strong conceptual understanding of the material.

Table of Contents

Chapter 1. A Library of Functions

Chapter 2. Key Concept: The Derivative

Chapter 3. Short-Cuts to Differentiation

Chapter 4. Using the Derivative

Chapter 5. Key Concept: The Definite Integral

Chapter 6. Constructing Antiderivatives

Chapter 7. Integration

Chapter 8. Using the Definite Integral

Chapter 9. Series

Chapter 10. Approximating Functions

Chapter 11. Differential Equations

Chapter 12. Functions of Several Variables

Chapter 13. A Fundamental Tool: Vectors

Chapter 14. Differentiating Functions of Many Variables

Chapter 15. Optimization: Local and Global Extrema

Chapter 16. Integrating Functions of Many Variables

Chapter 17. Parameterized Curves and Vector Fields

Chapter 18. Line Integrals

Chapter 19. Flux Integrals

Chapter 20. Calculus of Vector Fields Appendices Calculus Easy Reference

Publisher Info

Publisher: John Wiley & Sons, Inc.

Published: 2002

International: No

Published: 2002

International: No

Chapter 2. Key Concept: The Derivative

Chapter 3. Short-Cuts to Differentiation

Chapter 4. Using the Derivative

Chapter 5. Key Concept: The Definite Integral

Chapter 6. Constructing Antiderivatives

Chapter 7. Integration

Chapter 8. Using the Definite Integral

Chapter 9. Series

Chapter 10. Approximating Functions

Chapter 11. Differential Equations

Chapter 12. Functions of Several Variables

Chapter 13. A Fundamental Tool: Vectors

Chapter 14. Differentiating Functions of Many Variables

Chapter 15. Optimization: Local and Global Extrema

Chapter 16. Integrating Functions of Many Variables

Chapter 17. Parameterized Curves and Vector Fields

Chapter 18. Line Integrals

Chapter 19. Flux Integrals

Chapter 20. Calculus of Vector Fields Appendices Calculus Easy Reference