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What does the expression i^100+i^101+i^102 equal
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\[\iota ^{100}+\iota ^{101}+\iota ^{102}=\iota ^{100}\left( 1+\iota+\iota ^{2} \right)=\left( \iota ^{2} \right)^{50} \left( 1+\iota-1 \right)\] =?
are those variables,or are they \(i\) and in \(i=\sqrt{-1}\)?
the i in i ...
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\[\iota ^{2}=-1\]
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a = i b = -i c = -1 d = 1
It's A
\[\left( -1 \right)^{50}\iota =?\]
thankyou
yw
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I understand your equation @surhithayer , but I got I which is A, but I am not so sure so he would be more right than me >.<
@surjithayer
you are correct.
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