
Applied Mathematics - II
Engineering Mathematics (English Version)
- Publisher: S.K. Kataria & Sons
- Author: Anita Sachdeva
- Language: English
- Edition: Reprint 2010
- Pages: 460
- Cover: Paperback
- ISBN: 9789380027203
About the Book
Engineering Mathematics by Anita Sachdeva is a comprehensive textbook designed for engineering students, diploma learners, and technical education courses. The book provides a detailed understanding of fundamental mathematical concepts required in engineering, science, and technical studies.
The text begins with important mathematical formulae and covers algebraic topics such as matrices and determinants. It further explains differential calculus, including limits, differentiation techniques, logarithmic and exponential functions, tangents and normals, applications of derivatives, and maxima and minima.
The integral calculus section discusses indefinite and definite integration, integration by substitution and parts, rational and irrational functions, and practical applications of integration. The book also includes statistics and probability concepts such as measures of central tendency, dispersion, and probability theory.
In addition, the text provides a detailed introduction to differential equations along with previous year examination papers for academic practice and revision. Written in a clear and systematic style, this book serves as an excellent reference for undergraduate students, polytechnic learners, and candidates preparing for technical and competitive examinations.
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Description
Engineering Mathematics (English Version)
- Publisher: S.K. Kataria & Sons
- Author: Anita Sachdeva
- Language: English
- Edition: Reprint 2010
- Pages: 460
- Cover: Paperback
- ISBN: 9789380027203
About the Book
Engineering Mathematics by Anita Sachdeva is a comprehensive textbook designed for engineering students, diploma learners, and technical education courses. The book provides a detailed understanding of fundamental mathematical concepts required in engineering, science, and technical studies.
The text begins with important mathematical formulae and covers algebraic topics such as matrices and determinants. It further explains differential calculus, including limits, differentiation techniques, logarithmic and exponential functions, tangents and normals, applications of derivatives, and maxima and minima.
The integral calculus section discusses indefinite and definite integration, integration by substitution and parts, rational and irrational functions, and practical applications of integration. The book also includes statistics and probability concepts such as measures of central tendency, dispersion, and probability theory.
In addition, the text provides a detailed introduction to differential equations along with previous year examination papers for academic practice and revision. Written in a clear and systematic style, this book serves as an excellent reference for undergraduate students, polytechnic learners, and candidates preparing for technical and competitive examinations.


















