| Edition |
7th ed |
| Description |
xxviii, 1194, 146 p. : ill. ; 26 cm. |
| Bibliography |
Includes index. |
| Contents |
Functions and limits -- Derivatives -- Applications of differentiation -- Integrals -- Applications of integration -- Inverse functions -- Techniques of integration -- Further applications of integration -- Differential equations -- Parametric equations and polar coordinates -- Infinite sequences and series -- Vectors and the geometry of space -- Vector functions -- Partial derivatives -- Multiple integrals -- Vector calculus -- Second-order differential equations -- Appendix A: Numbers,equalities, and absolute values -- Appendix B : Coordinate geometry and lines -- Appendix C : Graphs of second-degree equations- Appendix D :Trigonometry -- Appendix E : Sigma notation -- Appendix F : Proofs of theorems -- Appendix G : Graphing calculators and computers -- Appendix H : Complex numbers -- Appendix I : Answers to odd-numbered exercises. |
| Summary |
This text embodies the broad principles of calculus reform- conceptual understanding motivated by real-world applications and the application of the rule of four in numerical, visual, algebraic and verbal interpretations |
| Subject |
Calculus -- Textbooks
|
| ISBN |
9780538498845 |
|
9780538497817 |
|
0538497815 |
|
0840058187 |
|
9780840058188 |
|
9781133112716 |
|
1133112714 |
|
9781111426736 |
|
1111426732 |
|
