Linear view of complex multiplication

Auteur :Maths Learning Centre University of Adelaide

You can represent a complex number as a directed line segment on the real line. Move the blue and red points to change the complex numbers u and v. See what happens to their product u*v.

Nouvelles ressources

seo tool
WC 2018
apec
Derivative and Differential - A Geometric Point of View
Erdős's problem #503, n=3

Découvrir des ressources

GeoGebra
triangle angle sum
angle measures on a transversal
The Roots of Unity
Questioning Experimenting: IM Alg2.7.15

Découvrir des Thèmes

Loi Normale
Triangles Isocèles
Continuité
Figures Planes
Programmation Linéaire ou Optimisation Linéaire