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Engineering Mathematics by Example, Vol. I: Algebra and Linear Algebra

Engineering Mathematics by Example Vol. I covers algebra and linear algebra through worked mathematical problems. Its self-study approach focuses on practical problem-solving techniques for engineering and science, with less emphasis on formal rigour.

At a glance

  • Self-study and tutorial-style problems focus on practical mathematical techniques.
  • Volume I covers algebra and linear algebra.
  • The broader series separates calculus and transform-related topics into later volumes.
Price
$146.14Save 27%

Reference price: $199.00

Price checked: 13 Nov 2026

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Pros and cons

Pros

  • The problem-focused format is aimed at practising techniques used in engineering and science.
  • The listed 552-page length provides substantial material within this volume.

Technical specifications

9 specifications
Book details
PublisherSpringer
EditionThird Edition 2025
Publication date1 May 2025
LanguageEnglish
Print length552 pages
ISBN-103031810759
ISBN-13978-3031810756
Dimensions and installation
Weight listed1.17 kg
Dimensions17.78 x 3.02 x 25.4 cm

What to know before buying

  • The book description says formal rigour is reduced, so readers seeking a theory-heavy treatment may prefer a more formal textbook.

Who is it for?

A good fit for

  • Engineering and science students practising algebra and linear algebra problems.
  • Independent learners seeking a tutorial-style mathematics resource.

Less suited to

  • Readers seeking a rigorous, theory-first treatment of mathematics.
  • Buyers looking for the calculus or transforms topics, which are assigned to other volumes.

Frequently asked questions

What topics does Volume I cover?

The title and description identify algebra and linear algebra, with practical problem-solving techniques.

Is this intended for self-study?

Yes. The listing describes it as a self-sufficient, self-study and tutorial-style source of mathematical problems.

Does this volume cover calculus?

No. The listing assigns calculus to Volume II and signal-processing-related convolution, Fourier and Laplace examples to Volume III.

How formal is the treatment?

The description says mathematical rigour and formalism are reduced in favour of practical techniques.

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