What is \sqrt[3]{(a^{a^{2+a^{a+a^a}}})^{1/a}} ?

The solution to \sqrt[3]{(a^{a^{2+a^{a+a^a}}})^{1/a}} is cube root of a^{a^{a^{a+a^a}+1}}

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simplify \sqrt[3]{(a^{a^{2+a^{a+a^a}}})^{1/a}}

simplify

Solution steps

(a^{a^{2 + a^{a + a^{a}}}})^{\frac{1}{a}} : a^{a^{2 + a^{a + a^{a}}} \frac{1}{a}}

a^{a^{2 + a^{a + a^{a}}} \frac{1}{a}} = a^{a^{a^{a + a^{a}} + 1}}

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What is \sqrt[3]{(a^{a^{2+a^{a+a^a}}})^{1/a}} ?
The solution to \sqrt[3]{(a^{a^{2+a^{a+a^a}}})^{1/a}} is cube root of a^{a^{a^{a+a^a}+1}}