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TSB XII Mathematics

TSB XII Mathematics

  • Teacher

    shiva
  • Lessons

    62 Lessons
  • Students

    7 (Registered)
Description
Course Description

Brainboxschool

Curriculum
COMPLEX NUMBERS
INTRODUCTION(Explanation)
INTRODUCTION(Notes)
Algebra of complex numbers(Explanation)
Algebra of complex numbers(Notes)
Additive inverse Example(Explanation)
Additive inverse Example(Notes)
Integral powers of ‘i’(Explanation)
Integral powers of ‘i’(Notes)
Square root of negative number(Explanation)
Square root of negative number(Notes)
Conjugate of a complex number(Explanation)
Conjugate of a complex number(Notes)
Modulus of a complex number(Explanation)
Modulus of a complex number(Notes)
Properties of a modulus(Explanation)
Properties of a modulus(Notes)
Square root of a complex number(Explanation)
Square root of a complex number(Notes)
Representation of a complex number cartesian form(Explanation)
Representation of a complex number cartesian form(Notes)
Representation of a complex number in various forms(Explanation)
Representation of a complex number in various forms(Notes)
Principal value of a complex number(Explanation)
Principal value of a complex number(Notes)
Eulerian form(Explanation)
Eulerian form(Notes)
Problem 01(Explanation)
Problem 01(Notes)
Problem 02(Explanation)
Problem 02(Notes)
Problem 03(Explanation)
Problem 03(Notes)
Problem 04(Explanation)
Problem 04(Notes)
QUADRATIC EQUATIONS
INTRODUCTION(Explanation)
INTRODUCTION(Notes)
ALGEBRAIC EQUATION(Explanation)
ALGEBRAIC EQUATION(Notes)
DEGREE OF POLYNOMIAL(Explanation)
DEGREE OF POLYNOMIAL(Notes)
HINDU METHOD ( SRI DHARACHARYA METHOD)(Explanation)
HINDU METHOD ( SRI DHARACHARYA METHOD)(Notes)
Analysis of Y = (Explanation)
Analysis of Y = (Notes)
NATURE OF THE ROOTS(Explanation)
NATURE OF THE ROOTS(Notes)
MAX AND MIN VALUES OF QUDRATIC EXPRESSION(Explanation)
MAX AND MIN VALUES OF QUDRATIC EXPRESSION(Notes)
FIND THE MAX OR MIN VALUE OF THE QUADRATIC EXP(Explanation)
FIND THE MAX OR MIN VALUE OF THE QUADRATIC EXP(Notes)
DETERMINE THE SIGN OF(Explanation)
DETERMINE THE SIGN OF(Notes)
SOLVED PROBLEM(Explanation)
SOLVED PROBLEM(Notes)
SHOW THAT NAME OF THE VALUE OF THE FUNCTION(Explanation)
SHOW THAT NAME OF THE VALUE OF THE FUNCTION(Notes)
De Moivre’s theorem
Key concepts of De Moivre’s theorem(Explanation)
Key concepts of De Moivre’s theorem(Notes)
Problem 1(Explanation)
Problem 1(Notes)
Problem 2(Explanation)
Problem 2(Notes)

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Course info
  • Course Date : 17 Feb 2020 - 20 May 2020
  • Time : 09:00 - 01:00
  • Duration : 90 Hours
  • Lectures : 23
  • Levels : Beginner
  • Enrolled : 1874 Students
  • Video : 12 Hours
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