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  Mathematics for Joint Entrance Examination JEE (Advanced): Calculus, 2E
 

Mathematics For Joint Entrance Examination Jee (Advanced): Calculus, 2E

by G. Tewani

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  Overview:

Mathematics for Joint Entrance Examination JEE (Advanced): Calculus, a Cengage Learning Exam Crack Seriesa„¢ product, is designed to help aspiring engineers focus on the subject of mathematics from two standpoints:

1. To develop their caliber, aptitude, and attitude for the engineering field and profession.
2. To strengthen their grasp and understanding of the concepts of the subjects of study and their applicability at the grassroots level.

Each book in this series approaches the subject in a very conceptual and coherent manner. While its illustrative and solved examples will facilitate easy mastering of the concepts and their applications, an array of solved problems will expose the students to the variety and nature of questions that they can expect to face in the examination. The coverage and features of this series of books make it highly useful for all those preparing for JEE (Advanced) and aspiring to become engineers.

Features:

¢ Includes questions and problems from previous years` papers, which will help students understand the pattern of the questions asked in the examination
¢ Features all types of problems asked in the examination:
o Subjective Type
o Single Correct Answer Type
o Multiple Correct Answers Type
o Assertion-Reasoning Type
o Linked Comprehension Type
o Matching Column Type
o Integer Type
o Archives (Up-to-date Previous Years` Questions)
¢ Provides exercises and problems with their complete solutions.
¢ Includes access to 10 free tests on Cengage Learning`s Android App. These tests can also be accessed on the Web

Table of Contents:

Chapter 1 Functions
Chapter 2 Limits
Chapter 3 Continuity and Differentiability
Chapter 4 Methods of Differentiation
Chapter 5 Application of Derivatives
Chapter 6 Monotonocity and Maxima“Minima of Functions
Chapter 7 Indefinite Integration
Chapter 8 Definite Integration
Chapter 9 Area
Chapter 10 Differential Equations
Appendix: Solutions
ISBN 9788131522929
 


Pages : 798
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