Question

25^((log3 log3 25)/log3 25)=2log2 x

Answer 1

ОДЗ: $x\ \textgreater \ 0$
$25^{ \frac{\log_3\log_325}{\log_325} }=2\log_2x\\ \log_325=2\log_2x\\ \log_2x= \frac{\log_325}{2} \\ x=2^{\frac{\log_325}{2}}$

Ответ: $2^{\frac{\log_325}{2}}$