Question

Use inverse Property to simplify:
10^1ogx

Answer 1

i have no clue how to do this..plese help

Answer 2

Let \(\large u = 10^{\log_{10} x} \)

The meaning of log is:

\(\large \log_{10} x = y\) means \(\large 10^y = x\)

Using the above meaning of log for \(\large u = 10^{\log_{10} x} \)

\(\large 10^{\log_{10} x} = u \) means \(\large \log_{10} u = \log_{10} x\)

Therefore \(u = x\), and \(10^{\log_{10} x} = x\)

Answer 3

\[10^{\log _{10} }\]