\(\sqrt[5]6\) x \(\sqrt[5]6\) is equal toA. \(\sqrt[5]36\)B. \(\s

1.	\(\sqrt[5]6\) x \(\sqrt[5]6\) is equal toA. \(\sqrt[5]36\)B. \(\sqrt[5]{6\times 0}\)C. \(\sqrt[5]6\)D. \(\sqrt[5]12\)
Answer» \(\sqrt[5]{6}\) × \(\sqrt[5]{6}\) = (6)^{\(\frac{1}{5}\)} × (6)^{\(\frac{1}{5}\)} = (36)^{\(\frac{1}{5}\)} = \(\sqrt[5]{36}\)

\(\sqrt[5]6\) x \(\sqrt[5]6\) is equal toA. \(\sqrt[5]36\)B. \(\sqrt[5]{6\times 0}\)C. \(\sqrt[5]6\)D. \(\sqrt[5]12\)

Answer»

\(\sqrt[5]{6}\) × \(\sqrt[5]{6}\) = (6)^{\(\frac{1}{5}\)} × (6)^{\(\frac{1}{5}\)} = (36)^{\(\frac{1}{5}\)}

= \(\sqrt[5]{36}\)

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The simplest rationalising factor of √3+ √5 isA. √3 - 5B. 3 - √5C. √3 - √5D. √3 + √5
Simplify:(√8 – √2) (√8 + √2)
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Simplify:(√5 – √3)2.