Media Summary: Y12 Specialist Maths - Complex Numbers Test Introducing the Argand diagram, a way of representing z, iz and i^2z and their relationship on a diagram.

Y12 Specialist Complex Numbers The - Detailed Analysis & Overview

Y12 Specialist Maths - Complex Numbers Test Introducing the Argand diagram, a way of representing z, iz and i^2z and their relationship on a diagram. Looking at the effect of multiplication, division and other operations on modulus and argument. An introduction to the idea of the locus of a Drawing a line using the perpendicular bisector definition.

Defining a region with circle and line inequalities. Moving between rectangular form and polar form of a

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Y12 Specialist Maths - Complex Numbers Test
Y12 Specialist Complex Numbers The Complex Plane Example 1
Y12 Specialist Complex Numbers The Complex Plane Intro
Y12 Specialist Complex Numbers The Complex Plane Loci Example 1
Y12 Specialist Complex Numbers General Circles
Y12 Specialist Complex Numbers The Complex Plane Example 2
Y12 Specialist Complex Numbers The Complex Plane Loci Example 12
Y12 Specialist Complex Numbers The Complex Plane Example 3
Y12 Specialist Complex Numbers The Complex Plane Example 4
Y12 Specialist Complex Numbers The Complex Plane Loci Example 2
Y12 Specialist Complex Numbers The Complex Plane Loci Example 3
Y12 Specialist Complex Numbers Revision Example 1
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