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Table of contents:
Engineering Maths uses an informal and user-friendly approach to provide first year engineering students with a solid mathematical base for their subsequent years of study. Essential topics are covered clearly and concisely and key ideas are highlighted and developed through detailed examples rather than formal proofs. Extensive exercises and self-assessment questions guide student understanding and help build the confidence to apply maths to the solution of engineering problems. Ideal for first year mathematics elements of degree and diploma courses in all engineering disciplines.
Contents:
*Discrete Mathematics
*Sequences and Series
*Functions I
*Functions II
*Trigonometric and Hyperbolic Identities
*Differentiation I
*Maximum and Minimum Values
*Integration
*Applications of Integration
*Vectors I
*Vectors II
*Matrices and Determinants
*Linear Equations
*Iteration
*Complex Numbers
*Differentiation II
*Power Series
*Partial Differentiation
*Numerical Integration
*Ordinary Differential Equations
*First-Order Ordinary Differential Equations
*Second-Order Ordinary Differential Equations
*Laplace Transforms.
Brief Description:
Adopts an informal, user-friendly approach, describing mathematical processes in everyday language. Mathematical ideas are then developed by example rather than by formal proof. Covers the first-year syllabus for engineering students; topics covered are widely applicable and those upon which work in subsequent years can build.
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