Mathematics Extension 2 11–12 – Year 12 · Introduction to complex numbers · Geometric representation of complex numbers · Topic: Problem solving & reasoning · Year 12
Define and use complex numbers in polar or modulus–argument form that expresses a complex number in terms of its modulus and argument, z = r(cosθ + isinθ), where r is its modulus and θ is an argument of z, and represent complex numbers in this form on the complex plane
Dot point ID extension-2-year-12-introduction-to-complex-numbers/dp-eecc2b3a · See it on the NSW Curriculum website ↗
↩SupportBuild the prerequisite skills first · 0 resources★EnrichExtension & rich tasks · 0 resources
Outcomes for this focus area (ME2-12-03)
ME2-12-03 uses algebraic and geometric representations of complex numbers to prove results and model and solve problemsCore resources for this dot point
On-level resources, grouped by type. Need the building blocks? Use Support. Ready for more? Use Enrich.
No checked core resources tagged to this exact dot point yet. See the focus area resources below.