Find the sequaes root of 2-2√3i

1.	Find the sequaes root of 2-2√3i
Answer» ANSWER:(3-i) Explanation: 2-2√3i=(√3)^2+(i)^2-2(√3)(I) 2-2√3i=(√3-i)^2 Therefore SQUARE ROOT of 2-2√3i is EQUAL to √3-i

Answer»

Explanation:

2-2√3i=(√3)^2+(i)^2-2(√3)(I)

2-2√3i=(√3-i)^2

Therefore SQUARE ROOT of 2-2√3i is EQUAL to √3-i

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