SOLUTION: Could someone write the complex number of z = -2 + 2i in trigonometric form?

Question 1075696: Could someone write the complex number of z = -2 + 2i in trigonometric form?
Answer by ikleyn(52803) (Show Source): You can put this solution on YOUR website!
Could someone write the complex number of z = -2 + 2i in trigonometric form?
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~

I can.

z = -2 + 2i =  = .


The mudulus is  =  = .

The argument is .

If you can understand what does it mean.

If you can not, then read the lessons on complex numbers
    - Complex numbers and arithmetical operations on them
    - Complex plane
    - Addition and subtraction of complex numbers in complex plane
    - Multiplication and division of complex numbers in complex plane
in this site.

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