Author: Deepak Bhardwaj
Subject: Mathematics - Integral Calculus
Subject: Mathematics - Integral Calculus
ISBN 10: 8170089336
ISBN 13: 9788170089339
Release: July 30, 2006
Format: Paperback (962 pages)
PDF (674 pages)
PDF (674 pages)
Publisher: Laxmi Publications
Language: English
Download: Integral Calculus Made Easy
Description:
This book is based on the latest revised syllabus prescribed by various state boards. This book is ideal for intermediate classes in schools and colleges. It comprises of Indefinite Integrals, Definite Integrals and Differential Equations.
Table Of Contents :
Password: ICMEDB
The Salient Features of the book are:
It has been divided into eleven chapters. In each chapter, all concepts and definitions have been discussed in detail.
A large number of well graded solve examples are given in each chapter to illustrate the concepts and methods.
The remarks and notes have been added quite often in the book so that they may help in understanding the ideas in a better way.
At the end of each chapter, a short exercise has been incorporated for the quick revision of the chapter.
All solutions are written in simple and lucid language.
The book will guide the students in a proper way and inspire them for sure and brilliant success.
The book serves the purpose of text as well as a helpbook.
The remarks and notes have been added quite often in the book so that they may help in understanding the ideas in a better way.
At the end of each chapter, a short exercise has been incorporated for the quick revision of the chapter.
All solutions are written in simple and lucid language.
The book will guide the students in a proper way and inspire them for sure and brilliant success.
The book serves the purpose of text as well as a helpbook.
Table Of Contents :
1. Fundamental Integration Formulae
2. Integration by Substitution - I
3. Integration by Substitution - II
4. Integration by Parts
5. Integration by Partial Fractions
6. Definite Integral as the Limit of a Sum
7. Definite Integral by using Indefinite Integral
8. Properties of Definite Integrals
9. Area of Bounded Regions using Definite Integrals
10. Differential Equations
11. Homogeneous Differential Equations.
2. Integration by Substitution - I
3. Integration by Substitution - II
4. Integration by Parts
5. Integration by Partial Fractions
6. Definite Integral as the Limit of a Sum
7. Definite Integral by using Indefinite Integral
8. Properties of Definite Integrals
9. Area of Bounded Regions using Definite Integrals
10. Differential Equations
11. Homogeneous Differential Equations.
(C) Copyrights to the respective owner(s).
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