text: ## (+) Represent complex numbers on the complex plane in rectangular and polar form (including real and imaginary numbers), and explain why the rectangular and polar forms of a given complex number represent the same number.
  
  11 Lesson(s)
  
  ### Trigonometric Form of Complex Numbers
  
  Troy, MI
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  ### Inconceivable! The Origins of Imaginary Numbers
  
  Algebra II » Unit: The Complex Number System
  Algebra II » Unit: The Complex Number System
  Fort Collins, CO
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  ### De Moivre's Theorem
  
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  ### Unit Review: Additional Trigonometry Topics
  
  Troy, MI
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  ### Quadratic Functions Revisited, Day 2
  
  Algebra II » Unit: The Complex Number System
  Algebra II » Unit: The Complex Number System
  Fort Collins, CO
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  ### Review of Complex Numbers
  
  12th Grade Math » Unit: Vectors and Complex Numbers
  12th Grade Math » Unit: Vectors and Complex Numbers
  Independence, MO
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  ### Complex Numbers and Trigonometry
  
  12th Grade Math » Unit: Vectors and Complex Numbers
  12th Grade Math » Unit: Vectors and Complex Numbers
  Independence, MO
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  ### Operations of Complex Numbers in Trigonometric Form
  
  12th Grade Math » Unit: Vectors and Complex Numbers
  12th Grade Math » Unit: Vectors and Complex Numbers
  Independence, MO
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  ### DeMoivre's Theorem
  
  12th Grade Math » Unit: Vectors and Complex Numbers
  12th Grade Math » Unit: Vectors and Complex Numbers
  Independence, MO
  Environment: Suburban
  
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  ### Roots of Complex Numbers
  
  12th Grade Math » Unit: Vectors and Complex Numbers
  12th Grade Math » Unit: Vectors and Complex Numbers
  Independence, MO
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  ### Review
  
  12th Grade Math » Unit: Vectors and Complex Numbers
  12th Grade Math » Unit: Vectors and Complex Numbers
  Independence, MO
  Environment: Suburban
  
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  Common Core Math