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\(\ \Huge (\sqrt{10})^3 ?\)
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\(\ \Huge ??? \)
\(\sqrt{a}=a^{1/2}\)
so \(\sqrt{10}^3=10^{3/2}=??\)
You could cube 10 first then take the square root. So \[\sqrt{1000}\]
Or, if they stay somewhat simple: \[ \left(\sqrt{10}\right)^3=\sqrt{10}\cdot\sqrt{10}\cdot\sqrt{10}=\left(\sqrt{10}\right)^2\sqrt{10}=10\sqrt{10} \]
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