Find the value- power of(1+i/1-i) is 4n+1, where n belongs to natural number
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Answer:
(1−i1+i)x=L
1−i1+i×1+i1+i=1−i21+i2+2i=1+11−1+2i=22i
1−i1+i=i
then
(1−i1+i)x=(i)x=1
(i)x=(i)4 or (i)8 or (i)12 or (i)4n
x=4n for n∈I.
so the given statement 4n+1 is wrong
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