A complex coordinate plane is shown below with dots on the UNIT CIRCLE representing complex numbers at 15° increments. When answering the prompts below, use a list of letters to indicate multiple dots (eg. A,G,M,S). 120` List all possible SQUARE roots of the complex number K: K List all possible CUBE roots of the complex number A: VA List all possible FOURTH roots of the complex number I: VI 135 150 M 210, 225 N O 240, H R Im G T F 60 300 C-- B 30 LA Re X W 330 315

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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A complex coordinate plane is shown below with dots on the UNIT CIRCLE representing complex numbers at
15° increments. When answering the prompts below, use a list of letters to indicate multiple dots (eg.
A,G,M,S).
120\
List all possible SQUARE roots of the
complex number K:
K=
List all possible CUBE roots of the
complex number A:
VA
=
List all possible FOURTH roots of the
complex number I:
VI =
135
150
M
N
210,-
225/
240,
H
R
Im
G F
U
E
60
300
C---30
B
45
A Re
X
W-330
315
Transcribed Image Text:A complex coordinate plane is shown below with dots on the UNIT CIRCLE representing complex numbers at 15° increments. When answering the prompts below, use a list of letters to indicate multiple dots (eg. A,G,M,S). 120\ List all possible SQUARE roots of the complex number K: K= List all possible CUBE roots of the complex number A: VA = List all possible FOURTH roots of the complex number I: VI = 135 150 M N 210,- 225/ 240, H R Im G F U E 60 300 C---30 B 45 A Re X W-330 315
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