Ex'pun'ent

Algebra Level 3

\[\Large {(\sqrt[4x]{x})}^{x^4} = \sqrt[x^4]{x^{4x}}\]

Find the real value of \(x\) which satisfies the real equation above.

The answer is of the form \(\sqrt[6]{a}\), then submit the value of \(a\).

Note:- \(x \neq 1\)


This is one part of the set Fun with exponents
×

Problem Loading...

Note Loading...

Set Loading...