Question 468334
{{{(log x)^3 = log x^3}}}
Use log property 
{{{log x^n = n*log x}}}
{{{(log x)^3 = 3*log x}}}
Divide by (log x) on both sides
{{{(log x)^2 = 3}}}
Take square root of both sides
{{{log x = sqrt(3)}}}
**Assuming this is log base 10**
Rewrite in exponential form
{{{x = 10^sqrt(3)}}}
This yields 2 solutions (there should be plus-minus in front of radical):
x = 53.957 and x = 0.0185