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Home > Science, Technology & Agriculture > Technology: general issues > Engineering: general books > Integral Calculus for JEE Main and Advanced
Integral Calculus for JEE Main and Advanced

Integral Calculus for JEE Main and Advanced


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About the Book

Eduwisers integral calculus is a result of market surveys that we have been conducting to know the actual requirements of IIT, NIT and other engineering college aspirants. This book serves as both, a text book as well as a problem book. On one hand, it has exhaustive but relevant (To the point) theory to explain all the desired concepts and on the other, has a lot of solved and unsolved (With detailed solutions and tricks) new pattern questions especially for JEE Main & Advanced so that the students do not have to buy a separate problem book for preparing this subject area. The book has been divided into two sections

Section I - For CBSE (+2) and Other +2 Board Examinations Section II - For Competitions (JEE Main & advanced) Salient features of this book are: -

Intended for students appearing in various competitive engineering examinations and +2 level board examinations - Divided into two sections Section I (for CBSE +2, etc.) and Section II (for JEE Main and Advanced) - Exhaustive but concise (to the point) theory - Solved and unsolved questions of the following types:
Subjective type
Straight objective type
Multiple correct answers type
Assertion - reason type
Linked comprehension type
Matrix match type
Integer type - includes questions asked in IIT-JEE and, JEE Mains and Advanced.

About the Author

Prof. K. C. Sinha is a recognized and reputed name with over 30 years of rich experience in guiding students for entrance into IITs and other Engineering Colleges across India through his two dozen text books for schools, colleges and competitive examinations. Prof. Sinha is a Ph.D in Mathematics and holds the distinction of being a double Gold Medalist (topper) in his B.Sc (Hons.) and M.Sc examinations. He is currently a Professor at the PG department of Mathematics, Patna University. Besides guiding research scholars at the University, Prof. Sinha also contributes significantly in several National and International seminars.



Table of Contents:
Section I : 1. Indefinite Integrals 2. Definite Integrals 3. Properties of Definite Integrals 4. Area Enclosed by Curves (Applications of Integrals) 5. Differential Equations 6. Applications of Differential Equations Section II : 7. Indefinite Integrals 8. Definite Integrals and Their Properties 9. Area Enclosed by Curves 10. Differential Equations 11. Questions Asked in Competitions


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Product Details
  • ISBN-13: 9789382572152
  • Publisher: Eduwiser Publishing Group
  • Publisher Imprint: Eduwiser Publishing Group
  • Edition: 3
  • No of Pages: 648
  • ISBN-10: 9382572155
  • Publisher Date: 25 Nov 2013
  • Binding: Hardback
  • Language: English


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