Find the value of 1/I^+1/I^+3+1/I^+2+1/I^+1 =
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0
Answer:
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Answered by
0
Answer:
Correct option is
A
0
1+i
1−i
=
1
2
−i
2
(1−i)
2
=
2
1−1−2i
=−i
1−i
1+i
=
1
2
−i
2
(1+i)
2
=
2
1−1+2i
=i
∴(
1+i
1−i
)
10
+(
1−i
1+i
)
8
=(−i)
10
+(i)
8
=i
10
+i
8
=−1+1 - (i
4n−2
=−1 & i
4n
=8)
=0
Step-by-step explanation:
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