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Complex Numbers


complex_nos_extended_response_1-9.pdf
File Size: 1134 kb
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roots_of_unity_22-1-2013.pdf
File Size: 373 kb
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powers_of_i_23-1-2013.pdf
File Size: 145 kb
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complex_numbers_advanced_revision_1-16.pdf
File Size: 2048 kb
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complex_nos_core_revision_1-14.pdf
File Size: 1105 kb
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complex_nox_3-10_q.58_11-1-2013.pdf
File Size: 338 kb
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complex_numbers_3-10_10-1-2013.pdf
File Size: 603 kb
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complex_number_3.10_9-1-2013.pdf
File Size: 321 kb
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polar_and_demovire_11-12-2012.pdf
File Size: 170 kb
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complex_nos_polar_10-12-2012.pdf
File Size: 380 kb
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convert_to_polar_6-12-2012.pdf
File Size: 215 kb
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complex_nos_from_polar_6-12-2012.pdf
File Size: 183 kb
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complex_nos_5-12-2012_polar_form.pdf
File Size: 623 kb
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nos_complex_sec.3.6_4-12-2-2012.pdf
File Size: 438 kb
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complex_numbers_3-12-2012_conjugate_roots.pdf
File Size: 404 kb
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complex_nos_3.5_absolute_value_30-11-2012.pdf
File Size: 279 kb
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argand_diagram_-_modulus_29-11-2012.pdf
File Size: 195 kb
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complex_nos._3.3_q.4_5.pdf
File Size: 343 kb
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complex_equations_24-11-2012.pdf
File Size: 227 kb
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Link to animated example of how to rationalise the denominator (Click here)
complex_numbers_21-11-12_division_3.2_3.3.pdf
File Size: 829 kb
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20-11-2012_complex_numbers_3.1__3.2.pdf
File Size: 525 kb
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19-11-12_complex_nos_3.2_hw_solutions.pdf
File Size: 224 kb
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Complex Numbers Revision Notes

complex-short.pdf
File Size: 227 kb
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Complex Numbers Questions for Leaving Cert Honours Level Maths
  • Addition, Subtraction, Multiplication of Complex Numbers ( 3 Questions)
  • Conjugate/Division of Complex Numbers ( 4 Questions)
  • Equality of Complex Numbers ( 5 Questions)
  • Argand Diagram and Modulus. ( 6 Questions)
  • Quadratic Equations with Complex Roots. ( 4 Questions)
  • Square Roots and Quadratic Equations with Complex Roots. ( 3 Questions)
  • Cubic Equations with Complex Roots. ( 4 Questions)
  • Polar CoOrdinates and Polar Form of a Complex Number. ( 13 Questions)
  • De Moivre's Theorem and Finding Powers of Complex Numbers. ( 11 Questions)
  • De Moivre's Theorem and Proving Trigonometric Identities. ( 3 Questions)
  • De Moivre's Theorem and Finding Roots of Complex Numbers. ( 6 Questions)
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