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by Andrew F. Rex and Martin Jackson

Edition: 00Copyright: 2000

Publisher: Addison-Wesley Longman, Inc.

Published: 2000

International: No

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This groundbreaking text combines the second and third semesters of calculus with the first and second semesters of calculus-based physics. Used successfully at the authors' school in a two-semester course, the text provides full integration of the math and physics. Through text and problems, the authors carefully develop the calculus so that it can be used in many physical applications. In turn, the physics provides examples for the development of the calculus concepts. As a result, students gain a full understanding of calculus and its relevance to physics.

Features

- Using applications and examples, the text integrates physics and calculus wherever possible to help students make the complex but necessary connections between the two subjects.
- Throughout the text, worked examples in both physics and calculus clarify the topics.
- Numerous problems allow students to practice applying concepts and theories.
- Historical developments in both physics and calculus are discussed whenever appropriate to give students a context for learning the material.
- The text is ideal for schools at which physics and calculus are closely coordinated.

**Rex, Andrew : University of Puget Sound Jackson, Martin : University of Puget Sound**

1. Functions and Vectors.

2. Derivatives and Their Applications in Kinematics.

3. Definite Integrals and Antiderivatives.

4. Kinematics and Curves in Two and Three Dimensions.

5. Newton's Laws of Motion.

6. Differential Equations.

7. Work and Line Integrals.

8. Evaluating Definite and Indefinite Integrals.

9. Systems of Particles, Momentum, and Collisions.

10. Rotational Motion and the Cross Product.

11. Sequences and Series.

12. Oscillations and Second-Order Differential Equations.

13. Functions of More Than One Variable.

14. Multiple Integrals.

15. Gravitation.

16. Electric Charges and Forces.

17. Vector Fields and Electric Fields.

18. Partial Derivatives, Gradients, and Electric Potential.

19. Capacitors, Dielectrics, and Electric Current.

20. Optimization.

21. DC Circuits.

22. Line Integrals.

23. Gauss's Law and Surface Integrals.

24. Magnetic Fields I

25. Magnetic Fields II; Divergence and Curl.

26. Faraday's Law and Inductance.

27. Vector Calculus and Maxwell's Equations.

28. The Bohr Atom.

Appendices.

Answers to Selected Odd-Numbered Problems.

Index.

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Summary

This groundbreaking text combines the second and third semesters of calculus with the first and second semesters of calculus-based physics. Used successfully at the authors' school in a two-semester course, the text provides full integration of the math and physics. Through text and problems, the authors carefully develop the calculus so that it can be used in many physical applications. In turn, the physics provides examples for the development of the calculus concepts. As a result, students gain a full understanding of calculus and its relevance to physics.

Features

- Using applications and examples, the text integrates physics and calculus wherever possible to help students make the complex but necessary connections between the two subjects.
- Throughout the text, worked examples in both physics and calculus clarify the topics.
- Numerous problems allow students to practice applying concepts and theories.
- Historical developments in both physics and calculus are discussed whenever appropriate to give students a context for learning the material.
- The text is ideal for schools at which physics and calculus are closely coordinated.

Author Bio

**Rex, Andrew : University of Puget Sound Jackson, Martin : University of Puget Sound**

Table of Contents

1. Functions and Vectors.

2. Derivatives and Their Applications in Kinematics.

3. Definite Integrals and Antiderivatives.

4. Kinematics and Curves in Two and Three Dimensions.

5. Newton's Laws of Motion.

6. Differential Equations.

7. Work and Line Integrals.

8. Evaluating Definite and Indefinite Integrals.

9. Systems of Particles, Momentum, and Collisions.

10. Rotational Motion and the Cross Product.

11. Sequences and Series.

12. Oscillations and Second-Order Differential Equations.

13. Functions of More Than One Variable.

14. Multiple Integrals.

15. Gravitation.

16. Electric Charges and Forces.

17. Vector Fields and Electric Fields.

18. Partial Derivatives, Gradients, and Electric Potential.

19. Capacitors, Dielectrics, and Electric Current.

20. Optimization.

21. DC Circuits.

22. Line Integrals.

23. Gauss's Law and Surface Integrals.

24. Magnetic Fields I

25. Magnetic Fields II; Divergence and Curl.

26. Faraday's Law and Inductance.

27. Vector Calculus and Maxwell's Equations.

28. The Bohr Atom.

Appendices.

Answers to Selected Odd-Numbered Problems.

Index.

Publisher Info

Publisher: Addison-Wesley Longman, Inc.

Published: 2000

International: No

Published: 2000

International: No

This groundbreaking text combines the second and third semesters of calculus with the first and second semesters of calculus-based physics. Used successfully at the authors' school in a two-semester course, the text provides full integration of the math and physics. Through text and problems, the authors carefully develop the calculus so that it can be used in many physical applications. In turn, the physics provides examples for the development of the calculus concepts. As a result, students gain a full understanding of calculus and its relevance to physics.

Features

- Using applications and examples, the text integrates physics and calculus wherever possible to help students make the complex but necessary connections between the two subjects.
- Throughout the text, worked examples in both physics and calculus clarify the topics.
- Numerous problems allow students to practice applying concepts and theories.
- Historical developments in both physics and calculus are discussed whenever appropriate to give students a context for learning the material.
- The text is ideal for schools at which physics and calculus are closely coordinated.

**Rex, Andrew : University of Puget Sound Jackson, Martin : University of Puget Sound**

2. Derivatives and Their Applications in Kinematics.

3. Definite Integrals and Antiderivatives.

4. Kinematics and Curves in Two and Three Dimensions.

5. Newton's Laws of Motion.

6. Differential Equations.

7. Work and Line Integrals.

8. Evaluating Definite and Indefinite Integrals.

9. Systems of Particles, Momentum, and Collisions.

10. Rotational Motion and the Cross Product.

11. Sequences and Series.

12. Oscillations and Second-Order Differential Equations.

13. Functions of More Than One Variable.

14. Multiple Integrals.

15. Gravitation.

16. Electric Charges and Forces.

17. Vector Fields and Electric Fields.

18. Partial Derivatives, Gradients, and Electric Potential.

19. Capacitors, Dielectrics, and Electric Current.

20. Optimization.

21. DC Circuits.

22. Line Integrals.

23. Gauss's Law and Surface Integrals.

24. Magnetic Fields I

25. Magnetic Fields II; Divergence and Curl.

26. Faraday's Law and Inductance.

27. Vector Calculus and Maxwell's Equations.

28. The Bohr Atom.

Appendices.

Answers to Selected Odd-Numbered Problems.

Index.