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Thomas' calculus / based on the original work by George B. Thomas, Jr., as revised by Maurice D. Weir, Joel Haas, Frank R. Giordano.

By: Contributor(s): Material type: TextTextPublication details: New Delhi : Pearson, 2008Edition: 11th ed., media upgradeDescription: 1 v. ill. (some col.) ; 26 cmISBN:
  • 9788131718674
Subject(s): DDC classification:
  • 515 22 W4251
Contents:
1. Preliminaries 2. Limits and continuity 3. Differentiation 4. Applications of derivatives 5. Integration 6. Applications of definite integrals 7. Transcendental functions 8. Techniques of integration 9. Further applications of integration 10. Conic sections and polar coordinates 11. Infinite sequences and series 12. Vectors and the geometry of space 13. Vector valued functions and motion in space 14. Partial derivatives 15. Multiple integrals 16. Integration in vector fields
List(s) this item appears in: Mathematics
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Item type Current library Call number Status Date due Barcode
Books Books UE-Central Library 515 W4251 (Browse shelf(Opens below)) Available T7148
Books Books UE-Central Library 515 W4251 (Browse shelf(Opens below)) Available T9984
Books Books UE-Central Library 515 W4251 (Browse shelf(Opens below)) Available T9344
Books Books UE-Central Library 515 W4251 (Browse shelf(Opens below)) Available T9721
Books Books UE-Central Library 515 W4251 (Browse shelf(Opens below)) Available T9719
Books Books UE-Central Library 515 W4251 (Browse shelf(Opens below)) Available T2025
Books Books UE-Central Library 515 W4251 (Browse shelf(Opens below)) Available T7147
Books Books UE-Central Library 515 W4251 (Browse shelf(Opens below)) Available T1361

Updated 10th ed. revised by Ross L. Finney, Maurice D. Weir, and Frank R. Giordano

Includes index.

1. Preliminaries
2. Limits and continuity
3. Differentiation
4. Applications of derivatives
5. Integration
6. Applications of definite integrals
7. Transcendental functions
8. Techniques of integration
9. Further applications of integration
10. Conic sections and polar coordinates
11. Infinite sequences and series
12. Vectors and the geometry of space
13. Vector valued functions and motion in space
14. Partial derivatives
15. Multiple integrals
16. Integration in vector fields

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