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Engineering Mathematics, 7th Edition

Engineering Mathematics, 7th Edition

K.A. Stroud and D.J. Booth

We are sorry, but this text is no longer available from Industrial Press.
For more information, please visit Macmillan International Higher Education
or contact northamerica.highered@macmillaneducation.com.

Overview

Engineering Mathematics, 7th Edition is a comprehensive reference that first debuted in 1970. The new seventh edition has been thoroughly revised and expanded. An interactive Personal Tutor CD-ROM is included with every book. Providing a broad mathematical survey, this volume covers a full range of topics from basic to advanced.

Features

• Offers a programmed approach that takes users through the mathematics in a step-by-step fashion with a wealth of worked examples and exercises.
• Contains Quizzes, Learning Outcomes and Can You? Checklists that guide readers through each topic and focus understanding.
• Updated throughout for the latest calculators and Excel spreadsheets.
• Ideal as reference or a self-learning manual.

K.A. Stroud was formerly Principal Lecturer in the Department of Mathematics at Lanchester Polytechnic (now Coventry University), UK. He is also the principal author of Advanced Engineering Mathematics and Essential Mathematics for Science and Technology, both available from Industrial Press.

Dexter J. Booth was Principal Lecturer at the School of Computing and Engineering at the University of Huddersfield, UK. He is the coauthor (with K.A. Stroud) of Differential Equations, Linear Algebra, Complex Variables, and Vector Analysis, all available from Industrial Press.

Contents

PART I FOUNDATION TOPICS

• Arithmetic
• Introduction to Algebra
• Expressions and Equations
• Graphs
• Linear Equations
• Polynomial Equations
• Partial Fractions
• Binomials
• Trigonometry
• Binomial Series
• Functions
• Trigonometric and Exponential Functions
• Differentiation
• Integration

PART II

• Complex numbers 1
• Complex numbers 2
• Hyperbolic functions
• Determinants
• Matrices
• Vectors
• Differentiation
• Differentiation applications
• Tangents, normals and curvature
• Sequences
• Series 1
• Series 2
• Curves and curve fitting
• Partial differentiation 1
• Partial differentiation 2
• Integration 1
• Integration 2
• Reduction formulas
• Integration applications 1
• Integration applications 2
• Integration applications 3
• Approximate integration
• Polar coordinate systems
• Multiple integrals
• First-order differential equations
• Second-order differential equations
• Introduction to Laplace transforms
• Data handling and statistics
• Probability

Answers

Index