Category:Examples of Use of Product of Complex Numbers in Polar Form

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This category contains examples of use of Product of Complex Numbers in Polar Form.

Let $z_1 := \polar {r_1, \theta_1}$ and $z_2 := \polar {r_2, \theta_2}$ be complex numbers expressed in polar form.


Then:

$z_1 z_2 = r_1 r_2 \paren {\map \cos {\theta_1 + \theta_2} + i \, \map \sin {\theta_1 + \theta_2} }$

Pages in category "Examples of Use of Product of Complex Numbers in Polar Form"

The following 3 pages are in this category, out of 3 total.