Engineering mathematics : a foundation for electronic, electrical, communications and systems engineers / Anthony Croft, Robert Davison, Martin Hargreaves, James Flint
Publisher: Harlow, England : Pearson, c2013Edition: Fourth editionDescription: xviii, 961 pages : illustrationsContent type:- text
- unmediated
- volume
- 978-0-273-71977-9
- 620.0042 En57 2013
| Item type | Current library | Call number | Status | Date due | Barcode | |
|---|---|---|---|---|---|---|
Reference
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College Library Engineering | 620.0042 En57 2013 (Browse shelf(Opens below)) | Available | 95855 |
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| 620.00212 T11g 1989 Tables, data and formulae for engineers and mathematicians / | 620.00285 Et83 c2012 Engineering problem solving with C++ / | 620.0042 D565 c2013 Engineering design / | 620.0042 En57 2013 Engineering mathematics : | 620.0042 G15 2006 Engineering design communication and modeling using Unigraphics NX / | 620.0042 H12 2018 Engineering design process / | 620.0042 K18 2013 Engineering design : |
Includes bibliographical references and index.
Chapter 1. Review of algebraic techniques -- Chapter 2. Engineering functions -- Chapter 3. The trigonometric functions -- Chapter 4. Coordinate systems -- Chapter 5. Discrete mathematics -- Chapter 6. Sequences and series -- Chapter 7. Vectors -- Chapter 8. Matrix algebra -- Chapter 9. Complex numbers -- Chapter 10. Differentiation -- Chapter 11. Techniques of differentiation -- Chapter 12. Applications of differentiation -- Chapter 13. Integration -- Chapter 14. Techniques of integration -- Chapter 15. Applications of integration -- Chapter 16. Further topics in integration -- Chapter 17. Numerical integration -- Chapter 18. Taylor polynomials, taylor series and maclaurin series -- Chapter 19. Ordinary differential equations I -- Chapter 20. Ordinary differential equations II -- Chapter 21. The laplace transform -- Chapter 22. Difference equations and the z transform -- Chapter 23. Fourier series -- Chapter 24. The fourier transform -- Chapter 25. Functions of several variables -- Chapter 26. Vector calculus -- Chapter 27. Line integrals and multiple integrals -- Chapter 28. Probability -- Chapter 29. Statistics and probability distributions.
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