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This month:
Stage 1&2
Stage 2&3
Stage 3&4
Stage 4&5
Complex Rotations
Problem
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Teachers' Notes
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Hint
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Stage: 5 Challenge Level:
Possible extension
Try multiplying by $e^{{i\pi \over 3}} = {1\over 2} + i{\sqrt 3 \over 2}.$
Complex numbers
.
Symmetry
.
Coordinates
.
Rotations
.
Stage 5 needs dealing with
.
Vector geometry
.
Sine
.
Reflections
.
Interactivities
.
Argand diagram
.
Published July 2003,August 2003.
Help With Mathematical Display