Category:Examples of Complex Multiplication
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This category contains examples of Complex Multiplication.
The multiplication operation in the domain of complex numbers $\C$ is written $\times$.
Let $z = a + i b, w = c + i d$ where $a, b, c, d \in \R$.
Then $z \times w$ is defined as:
- $\paren {a + i b} \times \paren {c + i d} = \paren {a c - b d} + i \paren {a d + b c}$
Pages in category "Examples of Complex Multiplication"
The following 8 pages are in this category, out of 8 total.
C
- Complex Multiplication/Examples
- Complex Multiplication/Examples/((2 - i) (-3 + 2i)) (5 - 4i)
- Complex Multiplication/Examples/(1+2i)(3+4i)
- Complex Multiplication/Examples/(2 - 3i) (4 + 2i)
- Complex Multiplication/Examples/(2 - i) ((-3 + 2i) (5 - 4i))
- Complex Multiplication/Examples/(3+2i)(2-i)
- Complex Multiplication/Examples/(4 + 2i) (2 - 3i)
- Complex Multiplication/Examples/(4+i)(3+2i)(1-i)