express (-i)(2i)(-1/8i)^3 in the form of a+ib
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Explanation:
-2i^2 = -2 * -1 = 2
(-1/8i)^3 = -1/512i^2 * i = 1/512i
1/256i = (-1*-1)/256i = (-i^2)/256i = -i/256
-i/256 = 0 + i(-1/256)
a = 0 and b = (-1/256)
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