Thomas Calculus 1 Edition

Thomas Calculus 1 Edition (English, Paperback, Thomas, Amarnath Anand)

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Thomas Calculus 1 Edition  (English, Paperback, Thomas, Amarnath Anand)

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    Highlights
    • Language: English
    • Binding: Paperback
    • Publisher: Pearson
    • ISBN: 9789332547278, 9332547270
    • Edition: 1, 2015
    • Pages: 656
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  • Description
    Thomas' Calculus for the JEE , 13/e, is an Indian adaptation of the internationally-renowned bestseller 'Thomas' Calculus by George B. Thomas Jr., Maurice D. Weir , Joel R. Hass'. The Indian adaptation, modified as per the JEE syllabus, strives to meet the requirements of the students. This edition provides a perfect blend of theoretical clarity along with optimum number of examples and practice exercises given section-wise and at end of every chapter. The syllabus of this book is only in the domain of IIT-JEE. After every section, a rich collection of questions based on the concepts is provided.The quality of questions in these exercises is planned keeping in mind the level and requirement of IIT-JEE exams. This book also contains many solved examples which will help students in furthering their knowledge on the subject. The content of the book is well organised and user friendly.

    1) Numerous illustrations, worked-out examples and exercises
    a) Single Choice Questions
    b) Multiple Choice Questions
    c) Passage Type Questions
    d) Matrix Match Type Questions
    e) Integer Type Questions
    2) Topics thoughtfully synchronized to meet students' requirements.
    3) A research-based problem-solving approach used in solved examples
    4) Vast collection of objective questions as per the JEE question paper pattern

    About the Author

    Amarnath Anand
    , B.Tech alumni from IIT Delhi, has extensive experience in teaching mathematics at apex JEE training institutions at Kota. With more than 11 years of exposure in teaching mathematics, he has helped and guided a large pool of students succeed in various premier engineering entrance examinations like JEE, NIT's and BITSAT. His unique method of teaching and intuitive solutions to even the most complex problems has established him as a popular faculty amongst students.
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    Specifications
    Publication Year
    • 2015
    Table of Contents
    • Preface

      Chapter 1 Functions

      1.1 Functions and Their Graphs
      1.2 Classification of Functions and Combining Functions; Shifting and Scaling Graphs
      1.3 Trigonometric Functions
      1.4 Miscellaneous
      Questions to Guide Your Review
      Practice Exercises
      Single Choice Questions
      Multiple Choice Questions
      Passage Type Questions
      Matrix Match Type Questions
      Integer Type Questions
      Additional and Advanced Exercises

      Chapter 2 Limits and Continuity
      2.1 Rates of Change and Tangents to Curves
      2.2 Limit of a Function and Limit Laws
      2.3 The Precise Definition of a Limit
      2.4 One-Sided Limits
      2.5 Continuity
      2.6 Limits Involving Infinity; Asymptotes of Graphs
      Questions to Guide Your Review
      Practice Exercises
      Single Choice Questions
      Multiple Choice Questions
      Passage Type Questions
      Matrix Match Type Questions
      Integer Type Questions
      Additional and Advanced Exercises

      Chapter 3 Derivatives
      3.1 Tangents and the Derivative at a Point
      3.2 The Derivative as a Function
      3.3 Differentiation Rules
      3.4 Derivatives of Trigonometric Functions
      3.5 The Chain Rule
      3.6 Method of Differentiation
      3.7 Implicit Differentiation
      3.8 Inverse Trigonometric Functions and their Derivatives
      3.9 Derivative of Inverse Function
      3.10 Indeterminate Forms and L’Hôpital’s Rule
      Questions to Guide Your Review
      Practice Exercises
      Single Choice Questions
      Multiple Choice Questions
      Passage Type Questions
      Matrix Match Type Questions
      Integer Type Questions
      Additional and Advanced Exercises

      Chapter 4 Applications of Derivatives
      4.1 The Derivative as a Rate of Change
      4.2 Related Rates
      4.3 Linearization and Differentials
      4.4 Extreme Values of Functions
      4.5 The Mean Value Theorem
      4.6 Monotonic Functions and the First Derivative Test
      4.7 Concavity and Curve Sketching
      4.8 Applied Optimization
      Questions to Guide Your Review
      Practice Exercises
      Single Choice Questions
      Multiple Choice Questions
      Passage Type Questions
      Matrix Match Type Questions
      Integer Type Questions
      Additional and Advanced Exercises

      Chapter 5 Integrals
      5.1 Antiderivatives
      5.2 Area and Estimating with Finite Sums
      5.3 Sigma Notation and Limits of Finite Sums
      5.4 The Definite Integral
      5.5 Indefinite Integrals and the Substitution Method
      5.6 Techniques of Integration
      5.7 Integration by Parts
      5.8 Trigonometric Integrals
      5.9 Trigonometric Substitutions
      5.10 Integration of Rational Functions by Partial Fractions
      5.11 Reduction Formulas
      5.12 Improper Integrals
      5.13 Properties of Definite Integrals
      5.14 The Fundamental Theorem of Calculus
      5.15 Definite Integral Substitutions
      Questions to Guide Your Review
      Practice Exercises
      Single Choice Questions (Indefinite)
      Multiple Choice Questions (Indefinite)
      Passage Type Questions (Indefinite)
      Matrix Match Type Questions (Indefinite)
      Integer Type Questions (Indefinite)
      Single Choice Questions (Definite)
      Multiple Choice Questions (Definite)
      Passage Type Questions (Definite)
      Matrix Match Type Questions (Definite)
      Integer Type Questions (Definite)
      Additional and Advanced Exercises

      Chapter 6 First-Order Differential Equations and Area Under Curve
      6.1 Solutions, Slope Fields, and Euler’s Method
      6.2 First-Order Linear Equations
      6.3 Applications
      6.4 Area Under the Graph of a Nonnegative Function
      Questions to Guide Your Review
      Practice Exercises
      Single Choice Questions
      Multiple Choice Questions
      Passage Type Questions
      Matrix Match Type Questions
      Integer Type Questions
      Additional and Advanced Exercises

      Answer Keys

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    5

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    product is good but delivery time was too long
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    4

    Worth the money

    This is the one of the best for calculus in market. written in very simple language very chapter explain very well I recommend to every students buy this book this book is Golden chance for every students never miss this opportunity. when I open this book I see every chapter explained in very detail given lot of questions in very high level which students read this book very theory tally and solve every questions I make sure how perform in IIT very well. and got rank under 100 I'm 100% sure ...
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    5

    Worth every penny

    Excellent book for iit jee
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    Wonderful

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    5

    Perfect product!

    The book is too good for caculus
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    Vijendra Kumar

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    5

    Highly recommended

    awesome book for understanding the basic concepts of calculas ..but it lacks high quality problems
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    4

    Value-for-money

    It is really good and very beneficial for jee exams too. Thanks flipkart for making this book available
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    Questions and Answers
    Q:does this contain solutions to the exercise
    A:Yes
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    Q:is this the old edition one?
    A:This is a first edition
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