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Learning Goal

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Arithmetic with complex numbers

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Lesson Plan · Guided Notes · Exit Ticket · Re-teach · Homework

"N 606. Multiply two complex numbers" "N 504. Exhibit some knowledge of the complex numbers" "N 704. Apply properties of complex numbers and the complex number system"

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"N 606. Multiply two complex numbers"
"N 504. Exhibit some knowledge of the complex numbers"
"N 704. Apply properties of complex numbers and the complex number system"

What you'll learn

  1. Add, subtract and multiply complex numbers, reducing `i^2` to `-1` and writing every result in standard form `a + bi`
  2. Add and subtract complex numbers by combining real parts and imaginary parts separately
  3. Multiply a complex number by a single factor or by a second complex binomial, squaring a binomial by expanding it as a product
  4. Compute `(a+bi)(a-bi)` and state why the result is real
  5. Explain why the like-terms analogy holds for complex addition but fails for complex multiplication

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