Find the sqaure root of 2i?
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Answered by
1
Answer:
Here's your answer
Step-by-step:
We've,
,2i
,2i=1+2i−1
,2i=1+2i−1=1
,2i=1+2i−1=1 2
,2i=1+2i−1=1 2 +2.1.i+i
,2i=1+2i−1=1 2 +2.1.i+i 2
,2i=1+2i−1=1 2 +2.1.i+i 2
,2i=1+2i−1=1 2 +2.1.i+i 2 =(1+i)
,2i=1+2i−1=1 2 +2.1.i+i 2 =(1+i) 2
,2i=1+2i−1=1 2 +2.1.i+i 2 =(1+i) 2 .
,2i=1+2i−1=1 2 +2.1.i+i 2 =(1+i) 2 .So square root of 2i is ±(1+i).
Answered by
0
Answer:
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Step-by-step explanation:
We've,
2i
=1+2i−1
=1
2
+2.1.i+i
2
=(1+i)
2
.
So square root of 2i is ±(1+i).
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