If 5x=105^x = 105x=10, what is the exact value of xxx?
x=log10(5)x = \log_{10}(5)x=log10(5)
x=log(10)log(5)x = \frac{\log(10)}{\log(5)}x=log(5)log(10)
x=log(5)log(10)x = \frac{\log(5)}{\log(10)}x=log(10)log(5)
x=50x = 50x=50