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IIT JEE Super Course in Mathematics: Algebra II by Trishna Knowledge Systems



MathSchoolinternational.com contain houndreds of Free Math e-Books. Which cover almost all topics of mathematics. To see an extisive list of Basic Algebra eBooks . We hope mathematician or person who’s interested in mathematics like these books.



IIT JEE Super Course in Mathematics: Algebra II by Trishna Knowledge Systems . IIT-JEE Super Course In Mathematics: Algebra II is a class-tested course content package for sure-shot success at the IIT-JEE. Each volume in this series is meticulously planned and structured to help the user imbibe and absorb concepts and apply them to IIT problems. Part of the Super Course series that follows a unique, user-friendly approach, with features such as concept strands, concept connectors, topic grip, IIT assignment exercise, which make the learning and application for the coveted IIT-JEE circuit both easy and enjoyable.

IIT JEE Super Course in Mathematics: Algebra II by Trishna Knowledge Systems cover the following topics.

  • 1. Complex Numbers
    Complex Number Introduction
    Algebra of Complex Numbers
    Modulus Amplitude from Representation of a complex Number (or polar form representation of a complex number)
    Geometrical Representation of Complex Numbers Argand Diagram
    Geometrical Representation of sum and diffrence of two complex numbers.
    De Moivre
    s Theorem
    Euler
    s Formula
    nth Roots of Unity
    Logarithm of a Complex Number

  • 2. Matrics and Determinants
    Introduction
    Definition of a Matrix
    Algebra of Matrics
    Transpose of a Matrix
    Conjugate of Determinant
    Properties of Determinants
    Solution of Linear System of Equations
    Homogeneus Linear System of equations
    Product of two Determinants
    Solution of Non Homogenous Linear System of Equations Using Matrics
    Derivative of a Determinant

  • 3. Permutations, Combinations and Binomial Theorem
    Introduction
    Formula of nPr
    Permutations When Some of the Objects or things are not distinct
    Binomial Theorm
    Expansion of (1+x)n Where n is Positive Integer
    Binomial Series

  • 4.Theory of Prabability
    Introduction
    Events or Outcomes
    Definition of Probability
    Probability Axiomatic Approach
    Conditional Probability
    Indepenet Events
    Bayes Theorem or Bayes Formula
    Binomial Distribution or Binomial Model
    Geometric Probability or Probability in Continuum

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