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Express the number in terms of i.
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\[\sqrt{-32}\]
I think it's
\[\sqrt{(8)^{2}*(4)^{2}}\] or something like that.. right?
oh no
\(\sqrt{32}=\sqrt{16\times 2}=\sqrt{16}\sqrt{2}=4\sqrt{2}\)
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4i * (squrt) 2
since you have a \(-\) sign in there, it will be \(4\sqrt{2}i\)
is that right?
make sure you write the \(i\) outside of the radical
I did
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lol, i meant @Mhm120
Understood. How would we solve the same question if it was a fraction?
the same way you got an example?
\[\sqrt{\frac{- 1 }{ 9 }}\]
\[( \sqrt{-1} / \sqrt{9} ) = ( \sqrt{1} / \sqrt{9} )i = 1/3i\]
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understand?
Understood.
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