Modern engineering mathematics. (2020)
- Record Type:
- Book
- Title:
- Modern engineering mathematics. (2020)
- Main Title:
- Modern engineering mathematics
- Further Information:
- Note: Glyn James, Coventry University, Phil Dyke, University of Plymouth, and John Searl, University of Edinburgh, Matthew Craven, University of Plymouth, Yinghui Wei, University of Plymouth.
- Authors:
- James, Glyn
- Contents:
- Front Cover -- Half Title Page -- Title Page -- Copyright Page -- Contents -- Preface -- About the authors -- Chapter 1 Number, Algebra and Geometry -- 1.1 Introduction -- 1.2 Number and arithmetic -- 1.2.1 Number line -- 1.2.2 Representation of numbers -- 1.2.3 Rules of arithmetic -- 1.2.4 Exercises (1-9) -- 1.2.5 Inequalities -- 1.2.6 Modulus and intervals -- 1.2.7 Exercises (10-14) -- 1.3 Algebra -- 1.3.1 Algebraic manipulation -- 1.3.2 Exercises (15-20) -- 1.3.3 Equations, inequalities and identities -- 1.3.4 Exercises (21-32) -- 1.3.5 Suffïx and sigma notation 1.3.6 Factorial notation and the binomial expansion -- 1.3.7 Exercises (33-35) -- 1.4 Geometry -- 1.4.1 Coordinates -- 1.4.2 Straight lines -- 1.4.3 Circles -- 1.4.4 Exercises (36-43) -- 1.4.5 Conics -- 1.4.6 Exercises (44-46) -- 1.5 Number and accuracy -- 1.5.1 Rounding, decimal places and significant figures -- 1.5.2 Estimating the effect of rounding errors -- 1.5.3 Exercises (47-56) -- 1.5.4 Computer arithmetic -- 1.5.5 Exercises (57-59) -- 1.6 Engineering applications -- 1.7 Review exercises (1-25) -- Chapter 2 Functions -- 2.1 Introduction -- 2.2 Basic definitions 2.2.1 Concept of a function -- 2.2.2 Exercises (1-6) -- 2.2.3 Inverse functions -- 2.2.4 Composite functions -- 2.2.5 Exercises (7-13) -- 2.2.6 Odd, even and periodic functions -- 2.2.7 Exercises (14-16) -- 2.3 Linear and quadratic functions -- 2.3.1 Linear functions -- 2.3.2 Least squares fit of a linear function to experimental data -- 2.3.3Front Cover -- Half Title Page -- Title Page -- Copyright Page -- Contents -- Preface -- About the authors -- Chapter 1 Number, Algebra and Geometry -- 1.1 Introduction -- 1.2 Number and arithmetic -- 1.2.1 Number line -- 1.2.2 Representation of numbers -- 1.2.3 Rules of arithmetic -- 1.2.4 Exercises (1-9) -- 1.2.5 Inequalities -- 1.2.6 Modulus and intervals -- 1.2.7 Exercises (10-14) -- 1.3 Algebra -- 1.3.1 Algebraic manipulation -- 1.3.2 Exercises (15-20) -- 1.3.3 Equations, inequalities and identities -- 1.3.4 Exercises (21-32) -- 1.3.5 Suffïx and sigma notation 1.3.6 Factorial notation and the binomial expansion -- 1.3.7 Exercises (33-35) -- 1.4 Geometry -- 1.4.1 Coordinates -- 1.4.2 Straight lines -- 1.4.3 Circles -- 1.4.4 Exercises (36-43) -- 1.4.5 Conics -- 1.4.6 Exercises (44-46) -- 1.5 Number and accuracy -- 1.5.1 Rounding, decimal places and significant figures -- 1.5.2 Estimating the effect of rounding errors -- 1.5.3 Exercises (47-56) -- 1.5.4 Computer arithmetic -- 1.5.5 Exercises (57-59) -- 1.6 Engineering applications -- 1.7 Review exercises (1-25) -- Chapter 2 Functions -- 2.1 Introduction -- 2.2 Basic definitions 2.2.1 Concept of a function -- 2.2.2 Exercises (1-6) -- 2.2.3 Inverse functions -- 2.2.4 Composite functions -- 2.2.5 Exercises (7-13) -- 2.2.6 Odd, even and periodic functions -- 2.2.7 Exercises (14-16) -- 2.3 Linear and quadratic functions -- 2.3.1 Linear functions -- 2.3.2 Least squares fit of a linear function to experimental data -- 2.3.3 Exercises (17-23) -- 2.3.4 The quadratic function -- 2.3.5 Exercises (24-29) -- 2.4 Polynomial functions -- 2.4.1 Basic properties -- 2.4.2 Factorization -- 2.4.3 Nested multiplication and synthetic division -- 2.4.4 Roots of polynomial equations 2.4.5 Exercises (30-38) -- 2.5 Rational functions -- 2.5.1 Partial fractions -- 2.5.2 Exercises (39-42) -- 2.5.3 Asymptotes -- 2.5.4 Parametric representation -- 2.5.5 Exercises (43-47) -- 2.6 Circular functions -- 2.6.1 Trigonometric ratios -- 2.6.2 Exercises (48-54) -- 2.6.3 Circular functions -- 2.6.4 Trigonometric identities -- 2.6.5 Amplitude and phase -- 2.6.6 Exercises (55-66) -- 2.6.7 Inverse circular (trigonometric) functions -- 2.6.8 Polar coordinates -- 2.6.9 Exercises (67-71) -- 2.7 Exponential, logarithmic and hyperbolic functions -- 2.7.1 Exponential functions 2.7.2 Logarithmic functions -- 2.7.3 Exercises (72-80) -- 2.7.4 Hyperbolic functions -- 2.7.5 Inverse hyperbolic functions -- 2.7.6 Exercises (81-88) -- 2.8 Irrational functions -- 2.8.1 Algebraic functions -- 2.8.2 Implicit functions -- 2.8.3 Piecewise defined functions -- 2.8.4 Exercises (89-98) -- 2.9 Numerical evaluation of functions -- 2.9.1 Tabulated functions and interpolation -- 2.9.2 Exercises (99-104) -- 2.10 Engineering application: a design problem -- 2.11 Engineering application: an optimization problem -- 2.12 Review exercises (1-23) -- Chapter 3 Complex Numbers -- 3.1 Introduction … (more)
- Edition:
- Sixth edition
- Publisher Details:
- Harlow, United Kingdom New York : Pearson Education Limited
- Publication Date:
- 2020
- Copyright Date:
- 2020
- Extent:
- 1 online resource, illustrations (some color)
- Subjects:
- 510.2/462
Engineering mathematics
Mathématiques de l'ingénieur
Engineering mathematics
Electronic books
Electronic books - Languages:
- English
- ISBNs:
- 9781292253534
1292253533
9781292253558 - Related ISBNs:
- 129225355X
9781292253497 - Notes:
- Note: Description based on online resource; title from digital title page (viewed on June 09, 2020).
- Access Rights:
- Legal Deposit; Only available on premises controlled by the deposit library and to one user at any one time; The Legal Deposit Libraries (Non-Print Works) Regulations (UK).
- Access Usage:
- Restricted: Printing from this resource is governed by The Legal Deposit Libraries (Non-Print Works) Regulations (UK) and UK copyright law currently in force.
- View Content:
- Available online (eLD content is only available in our Reading Rooms) ↗
- Physical Locations:
- British Library HMNTS - ELD.DS.723802
- Ingest File:
- 14_044.xml