A.K. Malik | Category: Mathematics
Binding Type: Paperback
Book Details
ISBN: 9789389296402
YOP: 2020
Pages: 408
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A textbook on Engineering Mathematics-I is a core subject for science, engineering, and allied disciplines in almost all the universities, throughout the world. Although there are numerous books on this topic, this book deals with the subject in a new and fresh manner. The approach of this book is student-friendly as it is easy for the students to understand the fundamentals. It provides a variety of problems which encourages the reader to think through each formulation. The book starts with basic topics, such as Beta & Gamma functions, Surfaces and Volumes of Solids of Revolution, Sequence, Infinite Series, Fourier Series, Limit, Continuity and Partial derivatives, Maxima and Minima, Method of Lagrange multipliers; Gradient, curl and divergence, Double integrals, Change of order of integration, Triple and Vector integral, Green, Gauss and Stokes theorem.
KEY FEATURES
- Written in a simple language with concepts introduced in a sequential manner.
- Numerous fully worked out examples within chapters aimed at providing a better understanding of the topics discussed.
- Recapitulations, Multiple-choice, true-false questions, fill in the blanks and numerical exercises.
- Problems with answer at the end of every chapter helps the reader to evaluate their learning from the chapter.
A textbook on Engineering Mathematics-I is a core subject for science, engineering, and allied disciplines in almost all the universities, throughout the world. Although there are numerous books on this topic, this book deals with the subject in a new and fresh manner. The approach of this book is student-friendly as it is easy for the students to understand the fundamentals. It provides a variety of problems which encourages the reader to think through each formulation. The book starts with basic topics, such as Beta & Gamma functions, Surfaces and Volumes of Solids of Revolution, Sequence, Infinite Series, Fourier Series, Limit, Continuity and Partial derivatives, Maxima and Minima, Method of Lagrange multipliers; Gradient, curl and divergence, Double integrals, Change of order of integration, Triple and Vector integral, Green, Gauss and Stokes theorem.
KEY FEATURES
- Written in a simple language with concepts introduced in a sequential manner.
- Numerous fully worked out examples within chapters aimed at providing a better understanding of the topics discussed.
- Recapitulations, Multiple-choice, true-false questions, fill in the blanks and numerical exercises.
- Problems with answer at the end of every chapter helps the reader to evaluate their learning from the chapter.
