Mathematics for Engineers and Scientists
β Alan Jeffrey (auth.)
π Library
π
1989
π Springer US
π English
β¦ LIBER β¦
π
Mathematics for engineers and scientists
β Scribed by Jeffrey, Alan
- Publisher
- Chapman & Hall/CRC
- Year
- 2005
- Tongue
- English
- Leaves
- 1000
- Edition
- 6th ed
- Category
- Library
β¬ Acquire This Volume
No coin nor oath required. For personal study only.
β¦ Synopsis
"Thoroughly revised to meet the needs of today's curricula, Mathematics for Engineers and Scientists, Sixth Edition covers all of the topics typically introduced to first-year engineering students, from number systems, functions, and vectors to series, differential equations, and numerical analysis." "Although designed as a textbook with problem sets in each chapter and selected answers at the end of the book, Read more...
Abstract: "Thoroughly revised to meet the needs of today's curricula, Mathematics for Engineers and Scientists, Sixth Edition covers all of the topics typically introduced to first-year engineering students, from number systems, functions, and vectors to series, differential equations, and numerical analysis." "Although designed as a textbook with problem sets in each chapter and selected answers at the end of the book, Mathematics for Engineers and Scientists, Sixth Edition serves equally well as a supplemental text and for self-study."--Jacket
β¦ Table of Contents
Content: Front Cover
Contents
Preface to the sixth edition
Preface to the first edition
Supplementary computer problems xv
1. Numbers, trigonometric functions and coordinate geometry
2. Variables, functions and mappings
3. Sequences, limits and continuity
4. Complex numbers and vectors
5 Differentiation of functions of one or more real variables
6. Exponential, logarithmic and hyperbolic functions and an introduction to complex functions
7. Fundamentals of integration
8. Systematic integration
9. Double integrals in Cartesian and plane polar coordinates 10. Matrices and linear transformations11. Scalars, vectors and fields
12. Series, Taylor's theorem and its uses
13. Differential equations and geometry
14. First-order differential equations
15. Higher-order linear differential equations
16. Fourier series
17. Numerical analysis
18. Probability and statistics
19. Symbolic algebraic manipulation by computer software
Answers
Reference list 1: Useful identities and constants
Reference list 2: Basic derivaties and rules
Reference list 3: Laplace transform pairs
Reference list 4: Short table of integrals
β¦ Subjects
Mathematics. Mathematical analysis. Engineering mathematics. Science -- Mathematics. MatemaΜtica. Mathematik.
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