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Complex numbers~ How would simplify 4i^5
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Do you know the rules of i^2, i^3, i^4
Not Quite well
well i=i , i^2 = -1 , i^3 = -i and i^4=1
Knowing that you have 4i^5 then that is the same as (4)(i^4)(i)
now just plug in (4)(1)(i) that is equal to 4i
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(4)(1^4)(4i)
Is that another problem?
lol no, im confused now was 4i the asnwer ?
Correct
ok
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4 x 1 = 4 and 4 x i = 4i
\[4\iota ^{5}=4\left( \iota ^{2} \right)^{2}\iota=4\left( -1 \right)^{2}\iota=4\iota \]
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