Calculus I (Math 264) By N.P.Bali, P.N.Gupta

Calculus I (Math 264) By N.P.Bali, P.N.Gupta

( 52 )
Sold ( 64 times )
14422 Views
MRP : ₹250.00
Price : ₹125.00
You will save : ₹125.00 after 50% Discount
Inclusive of all taxes
INSTANT delivery: Read it now on your device

Buy Ebook₹125.00 Rental Ebook Up to 85% Off

Save extra with 2 Offers

Get ₹ 50

Instant Cashback on the purchase of ₹ 400 or above
LAXMI50 Already Applied

Product Specifications

Publisher Laxmi Publications All Mathematics books by Laxmi Publications
ISBN 9789351380177
Author: N.P.Bali, P.N.Gupta
Number of Pages 257
Available
Available in all digital devices
  • Snapshot
  • About the book
  • Sample book
Calculus I (Math 264) By N.P.Bali, P.N.Gupta - Page 1 Calculus I (Math 264) By N.P.Bali, P.N.Gupta - Page 2 Calculus I (Math 264) By N.P.Bali, P.N.Gupta - Page 3 Calculus I (Math 264) By N.P.Bali, P.N.Gupta - Page 4 Calculus I (Math 264) By N.P.Bali, P.N.Gupta - Page 5

Calculus I (Math 264) By N.P.Bali, P.N.Gupta
Book Summary:

This well-organised book if meant for the undergraduate students of Mathematics. It discusses basic limit theorems, Infinite limits , and continuity, derivatives, tangent and normal lines, derivative of functions and properties, Rolle's theorem, Mean Value theorem, Monotonic functions, the first and second derivative tests. The book also deals with antiderivatives , indefinite and definite integrals, techniques of integration. At the end, the book describes applications of integration.


Audience of the Book :
The book is primarily meant for the undergraduate students of mathematics.
 
Key Features:

The main features of the book are as follows:

1.It has a simple, lucid ,easy to understand, and conversational style.

2.Each chapter begins with a clear statement of pertinent definitions, principles and theorems together with illustrative and descriptive material.

3.The development of mathematical concepts in each chapter is logical, and the preparation of each new idea is based on the preceding material.


Table of Contents:

1. Limits And Continuity

2. Derivatives

3. Applications Of Derivatives

4. Integrals