Mathematics-I (JNTU)

By Bikas Chandra Bhui more
133 Views
₹263.25 ₹325.00 You will save ₹61.75 after 19% Discount

Add to Wish List

Save extra with 3 Offers

Get ₹ 50 Instant Cashback on the purchase of ₹ 400 or above
SAVE10 Already Applied

NEW50

Get Flat 50% Off on your First Order

Product Specifications

Publisher Vikas Publishing
ISBN 9789325968929
Author: Bikas Chandra Bhui
Number of Pages 535
Available
Available in all digital devices
  • Snapshot
  • About the book

Mathematics-I (JNTU) by Bikas Chandra Bhui
Book Summary:

All scientific descriptions lead to abstraction at the ultimate level, demonstrating thereby an intrinsic beauty of the subject. This exposes new areas of application on one hand and enhances the scope of application on the other. Mathematics thus enters the domain of engineering and technology in a natural way. Because of the abstruseness, students often find it difficult to understand. Therefore, utmost care has been taken to make this part as lucid as possible. Just as in teaching continuous experiments helped me to improve my teaching, I have made it a point to do some experiments with regard to presentation. I assure, if my experiments do not turn out successful, I shall revert to the traditional style of presentation. However, I am hopeful about the success of my experiments and believe that teachers and students are the ultimate judges. Other than the usual text containing the theorems, laws and equations, a number of miscellaneous examples have been incorporated to demonstrate all the essential techniques that have been put forward in this book. Solving the exercises is to be taken seriously to test one's understanding and gain confidence. Many of the exercises will supplement the concepts discussed within the main frame of the chapters.

Audience of the Book :
This book Useful for Engineering students.
Table of Contents:

1. THEORY OF MATRICES

2. MATRIX-II

3. CONGRUENT MATRIX AND CONGRUENCE OPERATIONS

4. DIFFERENTIAL CALCULUS METHODS

5. FUNCTIONS OF SEVERAL VARIABLES

6. JACOBIANS AND MAXIMA-MINIMA OF FUNCTIONS

7. IMPROPER INTEGRATION

8. LINE, DOUBLE AND MULTIPLE INTEGRALS

9. DIFFERENTIAL EQUATIONS AND APPLICATIONS

10. LINEAR DIFFERENTIAL EQUATIONS OF SECOND AND HIGHER ORDER

11. LAPLACE TRANSFORMS AND ITS APPLICATIONS TO ODE

x