find the square root of the following complex numbers 2(1-√3i)
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Answer:
+(√3 - i) or -(√3 - i)
Step-by-step explanation:
2-2√3i
= 3-1 -2√3i
= (√3)^2 +i^2 -2×√3× i here i^2= -1
= (√3-i)^2
Hence the required square root of 2(1-√3i) is
+(√3 - i) or -(√3 - i)
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