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    Gate Engineering Mathematics
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    Gate Engineering Mathematics  (English, Undefined, Kanodia R. K.)

    Price: Not Available
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    Author
    Kanodia R. K.
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    Highlights
    • Language: English
    • Binding: Undefined
    • Publisher: Nodia & Company - Jaipur
    • ISBN: 9788192276267, 8192276260
    Description

    GATE Engineering Mathematics is a practice book which covers Syllabus of Engineering Mathematics of GATE for almost all the branches.

    Special Features

    • Contains brief  theory
    • The book is categorized into units and each unit is further sub-divided into chapters
    • Unit organization for each chapter is very constructive and covers the complete syllabus
    • Each chapter contains an average of 40 questions
    • The questions are standardized to the level of GATE examination
    • Solutions are well-explained, tricky and consume less time. Solutions are presented in such a way that it enhances you fundamentals and problem solving skills
    • There are a variety of problems on each topic
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    Specifications
    Imprint
    • Nodia & Company - Jaipur
    Exam
    • GATE
    Table of Contents

    • UNIT 1 LINEAR ALGEBRA
      1.1 Matrix Algebra
      1.2 Systems of Linera Euqations
      1.3 Eigenvalues and Eigenvectors
      UNIT 2 CALCULUS
      2.1 Limit, Continuity and Differentiability
      2.2 Maxima and Minima
      2.3 Mean Value Theorems
      2.4 Partial Derivatives
      2.5 Definite Intergal
      2.6 Directional Derivatives
      UNIT 3 DIFFERENTIAL EQUATIONS
      3.1 First Order Differential Equation
      3.2 Higher Order Differential Equations
      3.3 Initial and boundary Value Problems
      3.4 Partial Differential Equation
      UNIT 4 COMPLEX VARIABLES
      4.1 Analytic Functions
      4.2 Cauchy's Integral Theorem
      4.3 Taylor's and Laurent' series
      UNIT 5 PROBABILITY AND STATISTICS
      5.1 Probability
      5.2 Statistics
      5.3 Correlation and Regression Analysis
      UNIT 6 NUMERICAL METHODS
      6.1 Solutions of non-linear Algebraic Euqations
      6.2 Integration by Trapezoidal and Simpson's Rule
      6.3 Single and Multi-step Methods for Differential Equations

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