Review of Higher Engineering Mathematics Vol - 1 by K. R. Kachot
Higher Engineering Mathematics Vol - 1 by K. R. Kachot is a textbook for engineering students that covers various topics of mathematics such as algebra, calculus, differential equations, complex analysis, vector analysis, Fourier series, Laplace transforms, Z-transforms and more. The book is written in a clear and concise manner, with numerous examples, exercises and solutions. The book also includes some applications of mathematics to engineering problems.
The book is divided into 26 chapters, each covering a specific topic of mathematics. The chapters are organized in a logical sequence, starting from the basics and progressing to the advanced topics. The book is suitable for both undergraduate and postgraduate students of engineering, as well as for those preparing for competitive examinations. The book has been revised and updated in its eighth edition, published in 2008 by Mahajan Publishing House.
The book has received positive feedback from students and teachers alike, who have appreciated its clarity, comprehensiveness and relevance. The book is one of the popular and useful books in the field of engineering mathematics. The book is available in both print and digital formats.
Some of the salient features of the book are:
It covers the syllabus of various universities and examinations.
It provides a systematic and rigorous treatment of the topics.
It explains the concepts with the help of diagrams, graphs and tables.
It illustrates the theory with numerous solved examples.
It provides a large number of unsolved exercises for practice.
It includes some objective type questions and answers for self-assessment.
It provides hints and answers to selected exercises at the end of each chapter.
It contains appendices on some useful mathematical formulas and tables.
The book is a comprehensive and authoritative guide for engineering mathematics. It is a valuable resource for students, teachers and professionals who want to enhance their mathematical skills and knowledge. The book is also a useful reference for researchers and engineers who want to apply mathematics to their fields of interest.
One of the advantages of the book is that it covers a wide range of topics that are relevant and useful for engineering students. The book not only teaches the mathematical techniques, but also shows how they can be applied to solve real-world problems. The book also helps the students to develop their analytical and logical thinking skills, which are essential for engineering.
Another advantage of the book is that it is written in a simple and lucid language, which makes it easy to understand and follow. The book avoids unnecessary details and jargon, and focuses on the main concepts and methods. The book also uses a consistent notation and terminology throughout, which avoids confusion and ambiguity.
The book is a result of the author's long experience and expertise in teaching and writing engineering mathematics. The author has taken care to present the topics in a clear and systematic manner, with proper explanations and proofs. The author has also updated and revised the book according to the latest trends and developments in the field. 061ffe29dd