Calculus / James Stewart
Material type:
TextPublication details: Belmont, CA : Thomson Brooks/Cole, 2008Description: xxi, 1185 pSubject(s): DDC classification: - 510 S8491
| Item type | Current library | Call number | Status | Date due | Barcode | |
|---|---|---|---|---|---|---|
Books
|
UE-Central Library | 510 S8491 (Browse shelf(Opens below)) | Available | T3171 | ||
|
Books
|
UE-Central Library | 510 S8491 (Browse shelf(Opens below)) | Available | T594 |
Browsing UE-Central Library shelves Close shelf browser (Hides shelf browser)
| 510 S8491 Concepts of modern mathematics / | 510 S8491 Precalculus : | 510 S8491 Calculus | 510 S8491 Calculus | 510 S8559 Success in mathematics | 510 Si134 Teaching of mathematics | 510 Si138 The teaching of mathematics |
Chapter 1. Functions and models ;
Chapter 2. Limits and rates of change;
Chapter 3. Derivatives ;
Chapter 4. Applications of differentiation ;
Chapter 5. Integrals ;
Chapter 6. Applications of integration ;
Chapter 7. Inverse functions ;
Chapter 8. Techniques of integration ;
Chapter 9. Further applications of integration ;
Chapter 10. Differential equations ;
Chapter 11. Parametric equations and polar coordinates ;
Chapter 12. Infinite sequences and series ;
Chapter 13. Vectors and the geometry of space ;
Chapter 14. Vector functions ;
Chapter 15. Partial derivatives;
Chapter 16. Multiple integrals ;
Chapter 17. Vector calculus ;
Chapter 18. Second-order differential equations;
Chapter 1. Functions and models ;
Chapter 2. Limits and rates of change;
Chapter 3. Derivatives ;
Chapter 4. Applications of differentiation ;
Chapter 5. Integrals ;
Chapter 6. Applications of integration ;
Chapter 7. Inverse functions ;
Chapter 8. Techniques of integration ;
Chapter 9. Further applications of integration ;
Chapter 10. Differential equations ;
Chapter 11. Parametric equations and polar coordinates ;
Chapter 12. Infinite sequences and series ;
Chapter 13. Vectors and the geometry of space ;
Chapter 14. Vector functions ;
Chapter 15. Partial derivatives;
Chapter 16. Multiple integrals ;
Chapter 17. Vector calculus ;
Chapter 18. Second-order differential equations;
There are no comments on this title.
