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Outline
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.
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
New Resources
Untitled
apec
Long Division Blank Templates: Max 5 Steps
closest 3 unit squares relative to their inclination
Long Division with Feedback (v4)
Discover Resources
Locus of a point which is equidistant from two fixed points
DynamicColorDemo
Slope Field_Problem_2
Math341_investigation4_hyperbolic
f(x)=e^x
MA523 2.1.20 z-plane
Discover Topics
Differential Equation
Translation
Secant Line or Secant
Difference and Slope
Parabola
