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.

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Building Trapezoids with Set Areas
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Building Figures with Set Areas
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Grade 7 Math
Start, copy a triangle
Test g
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Fonctions Quadratiques
Quadrilatère Quelconque
Intersection
Corrélation
Solides de l'Espace