Question

10^log 8

Answer 1

\[
\text{Let } \large y = 10^{\log(8)} \\
\text{Take log on both sides: } \\ \large
\log(y) = \log(10^{\log(8)}) = \log(8) * \log(10) = \log(8) * 1 = \log(8) \\ \large
y = 8
\]

Answer 2

Any number or function "k" can be written as: \(\large k = 10^{\log(k)} \)

Similarly, any number or function "k" can be written as: \(\large k = e^{\ln(k)} \)

Answer 3

10^log(8)
10^ and log are inverse functions and they cancel each other leaving you with just 8.

Answer 4

Thanks a lot