Smallest among x=36, y=63, z=44, s=2 are

Given x=36, y=63, z=44, s=2x=326×2, y=644×3, z=434×3, s=21212x=912, y=129612, z=6412, s=409612=912=x

Smallest among x=36, y=63, z=44, s=2 are

Given x=36, y=63, z=44, s=2x=326×2, y=644×3, z=434×3, s=21212x=912, y=129612, z=6412, s=409612=912=x

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Smallest among $x = \sqrt[6]{3}, y = \sqrt[3]{6}, z = \sqrt[4]{4}, s = \sqrt{2}$ are

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Detailed Solution

Given

$\begin{array}{l} x = \sqrt[6]{3}, y = \sqrt[3]{6}, z = \sqrt[4]{4}, s = \sqrt{2} \\ x = \sqrt[6 \times 2]{3^{2}}, y = \sqrt[4 \times 3]{6^{4}}, z = \sqrt[4 \times 3]{4^{3}}, s = \sqrt[12]{2^{12}} \\ x = \sqrt[12]{9}, y = \sqrt[12]{1296}, z = \sqrt[12]{64}, s = \sqrt[12]{4096} \\ = \sqrt[12]{9} = x \end{array}$