The 4th roots of 16i is located b) on a circle with radius 2
How to determine the location of the fourth root?
The complex number is given as:
Number = 16i
Take the fourth root
[tex]Root = \sqrt{16i[/tex]
Take the fourth root of 16
[tex]Root = 2\sqrt{i[/tex]
The number before the radicand represents the circle radius
Hence, the 4th roots of 16i is located b) on a circle with radius 2
Read more about complex numbers at:
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