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what is i^4
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i^1 = 1
i= sqrt(-1)
OBVIOUSLY
@love_jessika15 I think is trolling
i is one zero of x^2+1
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so what would it be?
i^1 is just like saying what is 3^1 or 2^1
what do you think the answer is? when something is raised to the first power what is the answer?
i edited the question, i messed up
Oh Ok. so now you want to write it out to make it clearer i * i * i * i
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\[\sqrt{-1}\sqrt{-1}\sqrt{-1}\sqrt{-1}\]
i^2 =-1 i^4=+1
\[(\sqrt{-1\sqrt{-1}})(\sqrt{-1}\sqrt{-1})\]
what about i^5?
add one more i to the list
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or I should say multiply one more i to the list
i^5=i^4 * i1*i=i
so it is ?
@matricked
yup
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