Thomas' Calculus Joel Hass; Christopher Heil & Maurice D. Weir

By:

Hass, Joel

Contributor(s):

Heil, Christopher Weir, Maurice D [auth.]

Material type: Text

TextLanguage: English Publication details: Uttar Pradesh Pearson India c2018Edition: 14th edDescription: xvi; 1048 P.BISBN:

9789353060411

DDC classification:

515 HAS(THO)Ed14

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Item type	Current library	Collection	Call number	Copy number	Status	Barcode
Commerce Books	St. Xavier's University, Kolkata Lending Section		515 HAS(THO)Ed14 (Browse shelf(Opens below))	5508	Available	L1533
Commerce Books	St. Xavier's University, Kolkata Lending Section		515 HAS(THO)Ed14.C2 (Browse shelf(Opens below))	5510	Available	L1518
Commerce Books	St. Xavier's University, Kolkata Lending Section		515 HAS(THO)Ed14.C1 (Browse shelf(Opens below))	5509	Available	L1532
Commerce Books	St. Xavier's University, Kolkata Lending Section		515 HAS(THO)Ed14.C6 (Browse shelf(Opens below))	5514	Available	L1503
Commerce Books	St. Xavier's University, Kolkata Lending Section		515 HAS(THO)Ed14.C7 (Browse shelf(Opens below))	5515	Available	L1287
Commerce Books	St. Xavier's University, Kolkata Lending Section		515 HAS(THO)Ed14.C5 (Browse shelf(Opens below))	5513	Available	L1504
Commerce Books	St. Xavier's University, Kolkata Lending Section		515 HAS(THO)Ed14.C4 (Browse shelf(Opens below))	5512	Available	L1516
Commerce Books	St. Xavier's University, Kolkata Lending Section		515 HAS(THO)Ed14.C3 (Browse shelf(Opens below))	5511	Available	L1517
COMMERCE Reference	St. Xavier's University, Kolkata Reference Section	Reference	R 515 HAS(THO)Ed14 (Browse shelf(Opens below))	5507	Not For Loan	UL869
COMMERCE Reference	St. Xavier's University, Kolkata Reference Section	Reference	515 HAS(THO)Ed14.C1 (Browse shelf(Opens below))	5506	Not For Loan	UL870

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Preface
1. Functions
2. Limits and Continuity
3. Derivatives
4. Applications of Derivatives
5. Integrals
6. Applications of Definite Integrals
7. Transcendental Functions
8. Techniques of Integration
9. First-Order Differential Equations
10. Infinite Sequences and Series
11. Parametric Equations and Polar Coordinates
12. Vectors and the Geometry of Space
13. Vector-Valued Functions and Motion in Space
14. Partial Derivatives
15. Multiple Integrals
16. Integrals and Vector Fields
17. Second-Order Differential Equations (Online)
Appendices
Answers to Odd-Numbered Exercises
Index.

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