Calculus / J. Douglas Faires and Barbara T. Faires

By: Faires, J. Douglas [author]Contributor(s): Faires, Barbara T [co-author]Material type: TextTextPublication details: New York : Random House, c1987Edition: Second EditionDescription: xx, 1028 pages : illustrations ; 26 cmISBN: 0394366247Subject(s): CALCULUSLOC classification: QA 303 .F35 1987
Contents:
1. Functions, limits, and continuity -- 2. The derivative -- 3. Applications of the derivatives -- 4. The integral -- 5. Applications of the definite integral -- 6. The calculus of inverse functions -- 7. Techniques of integration -- 8. Sequence and series -- 9. Polar coordinate and parametric equations -- 10. Comic sections -- 11. Vectors -- 12. Vector-value functions -- 13. Multivariable functions -- 14. The differential calculus of multivariable functions -- 15. Integral calculus of multivariable functions -- 16. Line and surface integrals -- 17. Ordinary differential equations.
Summary: The study of calculus has been a core subject area of science and engineering for many years and is now included as an important topic in most other quantitative disciplines.
Item type: Books
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Item type Current library Home library Collection Shelving location Call number Copy number Status Date due Barcode
Books Books LRC - Annex
National University - Manila
Gen. Ed. - COE Relegation Room GC QA 303 .F35 1987 (Browse shelf (Opens below)) c.1 Available NULIB000008419
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GC QA 154.2 .L45 1989 College algebra and trigonometry / GC QA 154.2 .R44 1977 College algebra / GC QA 276 .M46 1984 Statistics for the engineering and computer sciences / GC QA 303 .F35 1987 Calculus / GC QA 303 .M33 1972 Calculus / GC QA 453 .P35 1918 Plane and solid geometry / GC QA 531 .L53 1985 Trigonometry /

Includes index.

1. Functions, limits, and continuity -- 2. The derivative -- 3. Applications of the derivatives -- 4. The integral -- 5. Applications of the definite integral -- 6. The calculus of inverse functions -- 7. Techniques of integration -- 8. Sequence and series -- 9. Polar coordinate and parametric equations -- 10. Comic sections -- 11. Vectors -- 12. Vector-value functions -- 13. Multivariable functions -- 14. The differential calculus of multivariable functions -- 15. Integral calculus of multivariable functions -- 16. Line and surface integrals -- 17. Ordinary differential equations.

The study of calculus has been a core subject area of science and engineering for many years and is now included as an important topic in most other quantitative disciplines.

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