Question

The set of cube roots of unity under multiplication of complex numbers is
Answer
A. abelian
B. finite
C. cyclic
D. all of these​

Answer 1

Answer:

Option(A)the set of cube roots of unity under multiplication of complex numbers is abelian.

Step-by-step explanation:

Explanation:

• An abelian group, also known as a commutative group in mathematics, is a set of elements where the outcome of applying the group operation on two elements of the set does not depend on the order in which the elements are written.

• The Cube Root of One is also known as the Cube Root of Unity. It is described as the number that can be multiplied by three to get the number one.

Hence, if the set of cube roots of unity under multiplication of complex numbers is commutative group that it is also a Abelian group.

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