solve-for-x-x-x-x-36-

Question Number 181415 by Socracious last updated on 24/Nov/22

solve for x

x^{x^{x}} = 36

Commented by Frix last updated on 25/Nov/22

Approximation gives x \approx 2.10703646396

Commented by Frix last updated on 25/Nov/22

{There}^{'} s no exact solution .

Commented by Socracious last updated on 25/Nov/22

please show full solution

Answered by yogamulyadi last updated on 25/Nov/22

x^{x^{x}} = {(6^{n})}^{\frac{2}{2} {(6^{n})}^{(6^{n})}}

x = 6^{n}

Commented by Frix last updated on 25/Nov/22

Besides \frac{2}{2} = 1 this makes no sense . you

could also claim x^{x^{x}} = {(17^{n})}^{{(17^{n})}^{(17^{n})}} but this

is no solution .

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