Answer the question.
-What complex number is the common cube root of $- \mathrm { i }$ and fourth root of 1 ?
A) $\sqrt { i }$
B) $- \mathrm { i }$
C) $\mathrm { i }$
D) $\sqrt { - \mathrm { i } }$

Question

Quizplus · Accepted Answer

The common complex number that is both the cube root of $-i$ and the fourth root of 1 is $i$. This is because $i^3 = -i$ and $i^4 = 1$, satisfying both conditions.

Answer the Question −i- \mathrm { i }−i And Fourth Root of 1 ? A)

Answer the Question $- \mathrm { i }$ And Fourth Root of 1 ?
A)