The Pearson Guide to Complete Mathematics for the AIEEE, 4/e

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The Pearson Guide to Complete Mathematics for the AIEEE, 4/e

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All India Engineering Entrance Examination (AIEEE) is considered as one of the most prestigious engineering entrance examination in the country. Every year four lakh students appear in the examination conducted by the CBSE. All 18 national Institutes of Technology (NIT), three India Institute of technology (IIT) and number of deemed universities, centrally-funded institutions participate in the central counseling for admission to the engineering, pharmacy and architecture programmes indifferent colleges on the basis of AIEEE score.



The Mathematics paper in AIEEE occupies a prominent place .Generally, students are apprehensive of this paper as the board exams, which are of qualifying but not competitive nature, do not completely address the needs of objective type format. Sometimes, the understanding of fundamental concepts alone does not help; the students to crack the competitive exams as most of them are objective in structure. Students need to rigorous training to familiarize themselves to the style of the exams they are attempting. An effort, therefore, has been made this book to put concepts across in lucid and unambiguous manner. The book aims at helping students enhance their knowledge of mathematics and equip them the skills to succeed in any competitive examination.
 
Features
 
  • More then 5,000 problems with solution
  • Short-cut methods covering each type of question asked in the AIEEE
  • Comprehensive practice exercises covering all topics are provided at the end of each chapter
  • Problems asked in previous year’s AIEEEs are provided in every chapter with explanation
  • A smart table that analyses the number of questions asked from various topics in AIEEEs
  • AIEEE 2010 mathematics paper included.
 
Contents
 
  1. Set Theory
  2. Functions
  3. Complex Numbers
  4. Quadratic Equations and Expressions
  5. Matrices
  6. Determinants
  7. Permutations and Combinations
  8. Mathematical Induction.
  9. Binomial Theorem
  10. Sequence and Series
  11. Limits
  12. Continuity and Differentiability
  13. Differentiation
  14. Applications of Derivatives
  15. Indefinite Integration
  16. Definite Integral and Area
  17. Differential Equations
  18. Coordinates and Straight Lines
  19. Circles
  20. Conic Sections (Parabola, Ellipse and Hyperbola)
  21. Vector Algebra
  22. Three Dimensional Geometry
  23. Measures of Central Tendency and Dispersion
  24. Probability
  25. Trigonometric Ratios and Identities
  26. Trigonometric Equations
  27. Inverse Trigonometric Functions
  28. Heights and Distances
  29. Mathematical Reasoning
  30. Previous Years Papers

 

 
Book Details
 

Author

:

Dinesh Khattar

ISBN

:

9788131733806

Pages

:

776

Imprint

:

Pearson Education

Binding

:

Paperback

© Year

:

2010

Weight

:

1.381 Kg

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