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Polar Representation of Complex Numbers

Polar Representation of Complex Numbers
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2016-12-15 12:28
Coordinate GeometryComplex NumberGeometric Construction
This example illustrates the polar representation of complex numbers. Users can visually understand the modulus and argument of complex numbers through GeoGebra. The construction involves the use of Intersect, ToPolar, Segment, and Angle commands. Suitable for high school mathematics education and learning complex number concepts.

GeoGebra Commands & Parameters

  1. Intersect(xAxis, yAxis) → B
  2. ToPolar(1 + 1.73205ί) → A
  3. Segment(B, A) → a
  4. Angle(xAxis, a) → α