The complex plane (the Argand plane)

Specialist Mathematics · Unit 2 — Complex numbers, further proof, trigonometry, functions and transformations · Complex numbers

Learning objectives (4)

LO-1Sketch and use complex numbers as points in the complex plane with real and imaginary parts as Cartesian coordinates.LO-2Understand and use addition of complex numbers as vector addition in the complex plane.LO-3Understand and use location of complex conjugates in the complex plane.LO-4Understand and use multiplication by a complex number as a linear transformation in the complex plane.

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