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The Pearson Guide to Mathematics for the AIEEE 2012

The Pearson Guide to Mathematics for the AIEEE 2012

          
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About the Book

Features

  • Adopts authors’ unique Teach-Yourself technique, to help you study at home.
  • Numerous exhibits and tables to illustrate basic calculations.
  • Theory based on an effective, classroom tested technique to guide the reader through step-by-step explanation.
  • A separate chapter on designing network.
  • Contains over 100 theoretical questions.
  • Simple method to calculate Earlier time (Te) and Latest time (Tl)
  • Advance problems on linear programming in various business decisions.
  • Problems from various professional examinations.
  • Contains over 700 solved examples.
  • Over 100 exercises to test your understanding.
  • Includes over 50 formulae.
About the Authors
Prof. P. C. Tulsian is a Professor, Ramjas College, University of Delhi. A prolific writer, he has authored over a dozen books on the subject. He is a fellow member of ICAI and an associate member of AIMA. Recently, he has been conferred with award for ‘Exemplary Services Contributed to the Cause of Profession’ by the Northern India Regional Council of The Institute of Chartered Accountants of India. Prof. Tulsian has been a visiting faculty at the Institute of Chartered Accountants of India and various management institutes. Vishal Pandey is an associate member of The Institute of Chartered Accountants of India. Features
  • Detailed discussion of AC and DC machines
  • Explicit and rigorous treatment of transformers in two chapters – includes current, potential and welding transformers.
  • Special machines, AC/DC servomotors, linear induction motors and permanent magnet DC motors (PMDC),
  • Pedagogy includes solved numerical problems, practice problems, short answer questions and multiple choice questions, with answers.
Features
  • The first half of the most important work on computer algorithms, completely revised, greatly expanded, and completely up-to-date.
  • By blending theory and practice, this book appeals equally to both the academic and professional markets.
  • Previously announced - lots of pent-up demand.
Features
  • A chapter opening prologue for each chapter.
  • Learning objectives for each chapter in question format. All textual material is organized around these objectives, making this text a fully integrated system of study.
  • Practice quizzes after each learning segment, and a longer practice test at the end of each chapter.
  • Extensive cross-referencing of concepts.
  • Running glossary on the margins.
  • Difficult words explained in footnotes, which no other textbook includes, so the text will be easily understood even by those not so confident in English.
  • Special sections on Classic Studies in Psychology, Psychology in the News, and Applying Psychology to Everyday Life.
  • A detailed chapter summary at the end of each chapter.
  • A concept map at the end of each chapter charts out the major objectives and their links.
About the Authors

Saundra K. Ciccarelli is a professor at Gulf Coast Community College in Panama City, Florida. She received her doctorate in development psychology from the George Peabody College of Vanderbilt University, Nashville Tennessee. She is a member of Division 2 of the American Psychological Association. Ciccarelli was originally interested in a career as a researcher in language and intelligence development in developmentally delayed children and adolescents, and had publications in the American Journal of Mental Deficiency while still at Peabody. However, she discovered a love of teaching early on in her career. This led Ciccarelli to the position at Gulf Coast Community College, where she has been teaching introductory psychology for over 20 years. Her students love her enthusiasm for the field of psychology and

Table of Contents:
Preface to the Current Edition
Preface
  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


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Product Details
  • ISBN-13: 9788131763902
  • Publisher: Pearson
  • Binding: Paperback
  • ISBN-10: 8131763900
  • Publisher Date: 2012
  • No of Pages: 792

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