Published by Pearson (March 30, 2020) © 2020

Glyn James | Phil Dyke
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    ISBN-13: 9781292253558R180

    Modern Engineering Mathematics ,6th edition

    Language: British English

    For first-year undergraduate modules in Engineering Mathematics.

     

    Develop understanding and maths skills within an engineering context

    Modern Engineering Mathematics, 6th Edition by Professors Glyn James and Phil Dyke, draws on the teaching experience and knowledge of three co-authors, Matthew Craven, John Searl and Yinghui Wei, to provide a comprehensive course textbook explaining the mathematics required for studying first-year engineering. No matter which field of engineering you will go on to study, this text provides a grounding of core mathematical concepts illustrated with a range of engineering applications. Its other hallmark features include its clear explanations and writing style, and the inclusion of hundreds of fully worked examples and exercises which demonstrate the methods and uses of mathematics in the real world. Woven into the text throughout, the authors put concepts into an engineering context, showing you the relevance of mathematical techniques and helping you to gain a fuller appreciation of how to apply them in your studies and future career.

     


    Also available with MyLab Math

    MyLab™ is the teaching and learning platform that empowers you to reach every student. By combining trusted author content with digital tools and a flexible platform, MyLab personalizes the learning experience and improves results for each student. MyLab Math for this textbook has over 1150 questions to assign to your students, including exercises requiring different types of mathematics applications for a variety of industry types. Learn more about MyLab Math.

     

     

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    • 1292253525 / 9781292253527 MyLab Math with Pearson eText -- Access Card -- for Modern Engineering Mathematics 6th Edition

     

    Pearson, the world’s learning company.

    Preface xxii

    About the authors xxv

    Publisher’s acknowledgements xxvii

     

    Chapter 1    Number, Algebra and Geometry

    Chapter 2 Functions

    Chapter 3    Complex Numbers

    Chapter 4    Vector Algebra

    Chapter 5    Matrix Algebra

    Chapter 6    An Introduction to Discrete Mathematics

    Chapter 7    Sequences, Series and Limits

    Chapter 8    Differentiation and Integration

    Chapter 9    Further Calculus

    Chapter 10 Introduction to Ordinary Differential Equations

    Chapter 11 Introduction to Laplace Transforms

    Chapter 12 Introduction to Fourier Series

    Chapter 13 Data Handling and Probability Theory

     

    Appendix I Tables

    Answers to Exercises

    Index