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Complex Numbers · Summer Term

Multiplication and Division in Polar Form

Performing multiplication and division of complex numbers using their modulus-argument forms.

Key Questions

  1. Explain how multiplication of complex numbers in polar form relates to rotation and scaling.
  2. Differentiate the process of dividing complex numbers in Cartesian versus polar form.
  3. Predict the quadrant of a complex product based on the arguments of the factors.

National Curriculum Attainment Targets

A-Level: Further Mathematics - Complex Numbers
Year: Year 13
Subject: Mathematics
Unit: Complex Numbers
Period: Summer Term

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