Year 12 Specialist

Pushpa Ramalingam, 16.10.2017


  • 1. Locus of points on the Argand Diagram
  • 2. Complex number arithmetic and geometry
  • 3. Inverse of a function.
  • 4. Roots of Complex Numbers
  • 5. Section 7.3-Roots of Complex Numbers
  • 6. Vector Equation of a line 3D
  • 7. Approximate Integration
  • 8. Integration and Volume of solids of rotation
  • 9. Cylindrical Shell Action!!! (2)
  • 10. Numerical Integration
  • 11. Solids Of Revolution Shell Method
  • 12. Slope field plotter

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Locus of points on the Argand Diagram

The applet shows the locus of points (B and C) that satisfy the condition [math]|z-z_2|=k|z-z_1|[/math]. Move the point that says 'Drag Me' to see how the points B and C move.
What should it look like when k=1?
– chisanga

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