Question

( frac{log left(frac{log _{x}}{log _{2}}right)}{log _{4}}+frac{log left(log _{x} xright)}{frac{log _{4}}{log 2}}=2 )
( frac{log frac{log k}{log _{2}}+2 cdotleft(log left(frac{log _{k}}{log _{4}}right)right)}{log 4}=2 )
( log _{log 2}^{log k}+2 log left(frac{log x}{log _{4}}right)=2 log 4 )
( operatorname{cog} log k-log log 2+2 log left(log _{8} xright)-log log 4=log _{5} 16 )
( 3 log log x-2 log -left(log 4-log log _{7} 2right)=log 16 )
( 3 log log k=log _{16}+2 log 684+log 16 g^{2} )
( log (log x)^{3}=log 2^{4}+(log 4)^{2}+log 2 )
( (log x)^{3}=16+(log 4)^{2} cdot log 2 )
( 64left(log ^{2}right)^{3}-(log x)^{3}=0 )
( (operatorname{cog} 16)^{3}-(log x)^{3}=0 )
( left(log frac{16}{x}right)^{3}=0 )
ogls- logk

# log. (log,x) + log, (log.x) = 2.

Solution