what is complex square root of 1+4root3i
Answers
Answered by
0
Answer:
the complex root will be 3.5695
Answered by
3
Answer:
We can solve this problem using the folloing:
(a±bi)
2
=(a
2
−b
2
)±2abi
∴
(a±bi)
2
=a±bi=
(a
2
−b
2
)±2abi
(i)
1+4
3
i
=1.99+i1.73
1+4
3
i
=1.99+i1.73
(ii)
3+2
10
i
=2.23+i1.41
3+2
10
i
=2.23+i1.41
(iii)
2(1−
3
i)
2−2
3
i
=1.729−i0.998
2(1−
3
i)
=1.729−i0.998
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