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Simplify
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\[\sqrt{2v^4w^4}\] \[\sqrt{10v^6w}\]
they are multiplied
\[\sqrt{2\times(v^2)^2 \times(w^2)^2 } = \sqrt{2}\times \sqrt{(v^2)^2}\times \sqrt{(w^2)^2}\] do you think you could simplify the the expression above.?
is it square root vw
\[\sqrt{2}\times \sqrt{(v^2)^2 } \times \sqrt{(w^2)^2} = \sqrt{2}\times v^2 \times W^2 ... or.... \sqrt{2}v^2w^2\]
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ohh kk
i forgot the squares thnks
so the 2nd question only has 1 thing that can be taken outside the square root... \[\sqrt{10w} \times \sqrt{(v^3)^2}\] try to simplify this
\[\sqrt{10w}\] \[v^3\]
sort of... its written \[\sqrt{10w} v^3\]
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yea i got it thanks :)
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