~Get Your Files Here !

  1. Introduction to complex numbers and polynomials

   1. History of Complex Numbers.srt

   2. Real Quadratics with Delta less than zero..srt

  10. Solved Problems

   1. Question 1.srt

   2. Question 2.srt

  11. Euler's Form

   1. Euler's Form Introduction.srt

   2. Worked out Problems using Euler's Form.srt

  12. De Moivre's Theorem

   1. De Moivre's Theorem Derivation.srt

   2. Worked out problem using the theorem.srt

  13. Application of De Moivre's Theorem

   1. Properties of the Roots.srt

   2. Finding roots of complex number using De Moivre's Theorem.srt

   3. Finding the cube root of Unity.srt

  2. Definition, Operations & Equality

   1. Definition of a complex number.srt

   2. Operations on complex number.srt

   3. Solving Real Polynomial 1). with real roots 2). with complex roots.srt

   4. Equality of Complex Numbers.srt

  3. Complex Conjugates & Properties

   1. Introduction to Complex Conjugates.srt

   2. Complex Conjugates PROPERTIES 1.srt

   3. Complex Conjugates PROPERTIES 2.srt

  4. Real Polynomials & Properties

   1. Multiplication and Division of Polynomials.srt

   2. Introduction to Polynomials.srt

   3. Addition & Subtraction of Polynomials.srt

  5. Zeros, Roots & Factors

   1. Zeros, Roots & Factors.srt

   3. Polynomial Equality.mp4

  6. Polynomial Theorems

   1. Remainder & Factor Theorems.srt

   2. Sum & Product of Roots.srt

  7. Graphing Real Functions

   1. Linear Functions.srt

   2. Quadratic Functions.srt

   3. Cubic Functions.srt

   4. Quartic Functions.srt

  8. Modulus of a Complex Number

   1. Definition of Modulus.srt

   2. Finding Distance from two points in complex plane.srt

  9. Argument & Polar Form

   1. Argument of a Complex Number.srt

   2. Polar Form Introduction.srt

   3. Polar Form in Detail.srt

   4. Polar Form Properties.srt

  Bonus Resources.txt