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Which is an equivalent form of the following? Help with this question.. square root of minus 32 y, end root, plus, square root of minus 98 y, end root
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\[\sqrt{-32y}+\sqrt{-98y}\]
sorry thats the right question, so I got this as my answer. \[i \sqrt{130}\]
\[\sqrt{-32y}+\sqrt{-98y}=\sqrt{\iota^232y}+\sqrt{\iota^298y}=\iota \sqrt{16\times2y}+\iota \sqrt{49\times2y}\] \[=4\sqrt{2y}\iota+7\sqrt{2y}\iota=11\sqrt{2y}~\iota\]
oh why is it i^2 instead of just i
-32=32*-1=32*iota^2
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\[\iota^2=-1\]
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