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Find all the complex roots of x^3+x=0
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\(x^3+x=x(x^2+1)\) by pulling out the common factor
can you solve \(x^2+1=0\)?
no im bad at algebra
lol
\[x^2+1=0\\ x^2=-1\\ x=\pm\sqrt{-1}\] which you can write as \[x=\pm i\] if you like
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so is that the answer?
yeah
oh, thank you!!
is it multiple choice or do you have to write it?
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