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sqrt(3x^5)/sqrt(8x^2)
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To see better \[\sqrt(3x^5)/\sqrt(8x^2)\]
exactly!
rewritten as \[\sqrt(3x^5/8x^2)\]
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simplified as \[\sqrt(3x^3/8)\]
Rewritten as \[\sqrt(3x^3)/\sqrt(8)\]
\[1/2*\sqrt(3/2)* \sqrt(x^3)\]
where did the 1/2 come from?
√3x3)/(√8) \[\sqrt(8)=2*\sqrt(2)\]
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