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A Problem Book In Mathematics
Problem Book In Mathematics For IIT JEE
Rs.400/- (920 Pages)

A Problem Book In Mathematics For IIT JEE

Problem-Solving Through problem

For All Engineering Entrance Examinations
  • Publication:- Arihnat Publications
  • Author:- DC Pandey
  • Subject:- Problem Book In Mathematics
  • ISBN:- 9788188222254
  • Price:- Rs.400/- (920 Pages)

Key Features:
  • Based on the latest syllabus for IIT JEE/AIEEE.
  • List of symbols & Greek alphabets are given in the starting of the book.
  • “Introductory Chapter” before each of the problem chapter which contains related “Tips & Tricks”.
  • Problems in the book are divided into a number of chapters and provided the both general and specific problem solving strategies.
  • Chapter-wise solutions are provided at the end of the book.
To solve a mathematics problems in the exams you need to have well-planned strategies for different types of problems with the intuition to move tactically to get to the right answer fast. The problems asked in these exams test you on many counts.

This book aims to sharpen your problem-solving skills in Mathematics through problems. There is provided an introductory Chapter before each of the Problem Chapter which contains related Tips & Tricks....

Prescribed for all those appearing in all Engineering Entrance Examinations as well for anyone who is interested to master problem-solving in Mathematics.

Table of Contents
  1. List of Symbols
  2. Tips & Tricks on Algebra
  3. Problems on Algebra
  4. Tips & Tricks on Calculus
  5. Problems in Calculus
  6. Tips & Tricks on Trigonometry
  7. Problems on Co-ordinate Geometry
  8. Tips & Tricks on Trigonometry
  9. Problems in Trigonometry
  10. Tips & Tricks on Vectors
  11. Problems on Vectors
  12. Tips & Tricks on Three Dimensional Solid Geometry
  13. Problems on Three Dimensional Solid Geometry
  14. Solutions on Algebra
  15. Solutions on Calculus
  16. Solutions on Co-ordinate Geometry
  17. Solutions on Trigonometry
  18. Solutions on Vectors
  19. Solutions on Three Dimensional Solid Geometry