GeoGebra
GeoGebra
  • Modeling with Complex Numbers
  • Introduction
  • Some History
  • Complex Numbers via Geometry
  • Basic Operations of Complex Numbers: What's My Rule?
  • Using Complex Numbers to Perform Transformations
  • Complex Number Self Checks!
  • Real-Valued Functions with Complex Roots

Modeling with Complex Numbers

Author:
Steve Phelps
Topic:
Complex Numbers, Numbers
This is a GeoGebraBook for the Summer 2015 MAT Math Modeling Class.
Modeling with Complex Numbers

Table of Contents

  • Introduction

    • Nonagon Problem: Introduction
  • Some History

    • Impossible Quadratics
    • Friendly Cubics
  • Complex Numbers via Geometry

    • Complex Number Definition
    • Polar Form of a Complex Number
  • Basic Operations of Complex Numbers: What's My Rule?

    • Complex Numbers: What's My Rule?
    • Complex Numbers: What's My Rule?
    • Complex Numbers: What's My Rule?
    • Complex Numbers: What's My Rule?
    • Complex Numbers: What's My Rule?
    • Complex Numbers: What's My Rule?
    • Complex Numbers: What's My Rule?
    • Complex Numbers: What's My Rule?
    • Complex Numbers: What's My Rule?
  • Using Complex Numbers to Perform Transformations

    • Complex Numbers and Transformations
    • Complex Numbers and Transformations
    • Complex Numbers and Transformations
    • Complex Numbers and Transformations
    • Inversion
    • Inversion
    • Inversion
  • Complex Number Self Checks!

    • Activity 2
  • Real-Valued Functions with Complex Roots

    • Complex Roots and Quadriatic Graphs
    • Visualizing the Complex Roots of a Quadratic
    • Complex Roots and Cubic Graphs
    • Complex Roots and Quartic Graphs
Next
Nonagon Problem: Introduction

Related Topics

  • Arithmetic Operations
  • Exponent
  • Fractions
  • LCM and GCD
  • Logarithm

Discover Resources

  • Investigating gradient-intercept form of a line
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  • Prism
  • Parametric Curves
  • Stochastic Process or Random Process
  • Set Theory
  • Expected Value

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