Find the cube roots of the following complex number. Write each of the roots in standard form. 
A)
,
, 
B)
, 
C) 
D)
,
, 
E)
,
, 
Correct Answer:
Verified
Q14: The vector Q15: Represent the complex number below graphically. Q16: Find the product Q17: Perform the operation shown below and leave Q18: Use the dot product to find the Q19: Find the trigonometric form of the complex Q20: Find the standard form of the complex Q21: Find the fourth roots of Q22: Use DeMoivre's Theorem to find the indicated Q23: Find all solutions to the following equation.![]()
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