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This text is designed to support students irrespective of their prior knowledge in Linear
Algebra. It focuses on geometric explanations in selected topics to illustrate that Linear
Algebra is Analytic Geometry of n dimensions.
This book contains ample examples concerning linear equations, computations with
matrices and determinants, vector spaces, eigenvalues, eigenvectors, diagonalization of
matrices and orthogonal vectors. Summary of key terms and formulae at the end of each
chapter brings greater focus to the material that must be learned.
Key Features:
- Pedagogical Features
- Geometric Emphasis
- Technology Reference
- Self- Check, Section Practices and Supplementary Exercises
Reviews
This book presents the fundamental concepts of linear algebra in a clear and easy-to-understand manner. The worked examples and practice exercises help students strengthen their understanding and problem-solving skills. It is a useful textbook for undergraduate students studying mathematics, engineering, and related fields. Very recommended to all students, as the working and examples were explained in great detail and were easy to understand.
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