A Text book of Engineering Mathematics sem-I (P.T.U.Jalandhar) By N.P.Bali, Usha Paul

A Text book of Engineering Mathematics sem-I (P.T.U.Jalandhar) By N.P.Bali, Usha Paul

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Product Specifications

Publisher Laxmi Publications All Engineering Mathematics books by Laxmi Publications
ISBN 9788131808078
Author: N.P.Bali, Usha Paul
Number of Pages 619
Edition Eight Edition
Available
Available in all digital devices
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A Text book of Engineering Mathematics sem-I (P.T.U.Jalandhar) By N.P.Bali, Usha Paul - Page 1 A Text book of Engineering Mathematics sem-I (P.T.U.Jalandhar) By N.P.Bali, Usha Paul - Page 2 A Text book of Engineering Mathematics sem-I (P.T.U.Jalandhar) By N.P.Bali, Usha Paul - Page 3 A Text book of Engineering Mathematics sem-I (P.T.U.Jalandhar) By N.P.Bali, Usha Paul - Page 4 A Text book of Engineering Mathematics sem-I (P.T.U.Jalandhar) By N.P.Bali, Usha Paul - Page 5

 

A Text Book Of Engineering Mathematics Sem-I (P.T.U.Jalandhar) By N.P.Bali, Usha Paul

Book Summary:

The book 'A Textbook of Engineering Mathematics' (Semester-I) is written keeping in mind the interest of all types of engineering students (meritorious, average and below average). As engineering students have to do maximum work in minimum time. So in this book emphasis is given on the presentation of the fundamental and theoretical concepts in an intelligible and easy to understand manner.

Simple as well as typical examples are used to explain each theoretical concept. All questions from last ten year papers of various universities have been included in the book at proper places. The book is written after consulting a number of available textbooks by Indian as well as foreign authors, so the author assumes that this book is complete in itself.


Audience of the Book :
This book of Mathematics has been specially written to meet the requirements of B.E/B.Tech. first year students of various instituti,universities and Engineering Courses.P.T.U.Jalandhar


Table of Contents:

PART A

1. Differential Calculus

2. Integral Calculus

3. Partial Differentiation

4. Application of Partial Differentiation

PART B

5. A Brief Introduction to Three Dimensional Geometry

6. Multiple Integrals

7. Vector Calculus

8. Application of Vector Calculus