Question

$\sqrt{4 \sqrt{4 \sqrt{4} } }$
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Answer 1

$\sqrt{4\sqrt{4\sqrt{4} } } = \sqrt[2x2x2]{4x^{(((1x2)+1)2)+1} } = \sqrt[8]{4^{7} } = \sqrt[4]({2^{2})^{7}} = \sqrt[8]{2^{14} } = \sqrt[8]{2^{8}.2^{6} } = 2\sqrt[8]{64}$

Eternamente axllxa