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Mathematics Paper I-Algebra and Trigonometry

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Topic outline

  • Boolean Algebra Introduction

  • Boolean Algebra

  • Boolean and Switching Algebra Part II

  • Boolean and Switching Algebra Part III

  • Boolean and Switching Algebra

  • Boolean Function Part I

  • Boolean Function Part II

  • Eigen Values

  • EV and Special Matrices Part I

  • EV and Special Matrics Part II

  • Logic and Boolean Algebra

  • Normal Rank Part I

  • Normal Rank Part II

  • PAQ Normal Form

  • Rank of a Matrix Part II

  • Rank of a Matrix Part III

  • Rank of a Matrix Part IV

  • Rank of a Matrix

  • Application of De Moivre's Theorem

  • De Moivre's Theorem

  • Example of De Moivre's Theorem

  • expansion of sin and cos

  • Hyperbolic and inverse hyperbolic

  • Hyperbolic function Examples

  • Hyperbolic function

  • Inverse hyperbolic Function

  • Theory of Equation Lec 1

  • THEORY OF EQUATION_LECTURE-III

  • Theory of equations _ Lecture -2

  • application of Cayley Hamiltom -2

  • Application of Cayley's Hamilton Theorem Lecture-1

  • Proof of Cayley Hamiltom -3

  • Theory of Equation Part-7

  • De-Moivre's theorem and its application lecture 4

  • De-Moivre's Theorem and its Applications -I

  • De-Moivre's theorem and its application lecture 3

  • De'Moivers Theorem L2

  • De'Moivers Theorem L3

  • Theory of equation

  • Relation between roots and coef.

  • Logic and Boolean Algebra Part I

  • Logic and Boolean Algebra Part II

  • System of Linear Equations Lec-I

  • System of Linear Equations Lec-3

  • System of Linear Equations Lec-2

  • Relation between roots and coef. Lecture 3

  • Mathematics Paper I-Algebra and Trigonometry
  • Boolean Algebra Introduction
  • Boolean Algebra
  • Boolean and Switching Algebra Part II
  • Boolean and Switching Algebra Part III
  • Boolean and Switching Algebra
  • Boolean Function Part I
  • Boolean Function Part II
  • Eigen Values
  • EV and Special Matrices Part I
  • EV and Special Matrics Part II
  • Logic and Boolean Algebra
  • Normal Rank Part I
  • Normal Rank Part II
  • PAQ Normal Form
  • Rank of a Matrix Part II
  • Rank of a Matrix Part III
  • Rank of a Matrix Part IV
  • Rank of a Matrix
  • Application of De Moivre's Theorem
  • De Moivre's Theorem
  • Example of De Moivre's Theorem
  • expansion of sin and cos
  • Hyperbolic and inverse hyperbolic
  • Hyperbolic function Examples
  • Hyperbolic function
  • Inverse hyperbolic Function
  • Theory of Equation Lec 1
  • THEORY OF EQUATION_LECTURE-III
  • Theory of equations _ Lecture -2
  • application of Cayley Hamiltom -2
  • Application of Cayley's Hamilton Theorem Lecture-1
  • Proof of Cayley Hamiltom -3
  • Theory of Equation Part-7
  • De-Moivre's theorem and its application lecture 4
  • De-Moivre's Theorem and its Applications -I
  • De-Moivre's theorem and its application lecture 3
  • De'Moivers Theorem L2
  • De'Moivers Theorem L3
  • Theory of equation
  • Relation between roots and coef.
  • Logic and Boolean Algebra Part I
  • Logic and Boolean Algebra Part II
  • System of Linear Equations Lec-I
  • System of Linear Equations Lec-3
  • System of Linear Equations Lec-2
  • Relation between roots and coef. Lecture 3
  • Home
  • Calendar

About St. Aloysius College

St. Aloysius College is the pioneer educational institution in the town as well as in the state. It is affiliated to the Rani Durgavati Vishwavidalaya , Jabalpur.  St. Aloysius College was founded in 1951 and is situated in the Jabalpur Cantonment area.  It is a Christian College owned and established by the Catholic Diocese of Jabalpur, which belongs to the minority community of Catholics and is administered by the said Diocese through the St. Aloysius College Society.

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