Google Classroom
Google Classroom
GeoGebra
GeoGebra Classroom
Bejelentkezés
Keres
Google Classroom
Google Classroom
GeoGebra
GeoGebra Classroom
Áttekintés
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
Szerző:
Rumyana
,
Steve Phelps
Témák:
Komplex számok
,
Számok
This is a GeoGebraBook for the Summer 2015 MAT Math Modeling Class.
Tartalomjegyzék
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
Következő
Nonagon Problem: Introduction
Új anyagok
From Polar to Cartesian Coordinates
montecarlo circles 5
seo tool
Untitled
GGB is Awesome!
Anyagok felfedezése
USAJMO 2018 #3
GG13ASA
Graph of tangent
Loci in the Argand diagram introduction.
When and Why Do We Write Quadratic Equations?: IM Alg1.7.2
Témák felfedezése
Másodfokú függvények
Négyszögek
Logika
Derékszögű háromszög
Medián
