Log base 10x = 2

Rewrite

1 answer

To rewrite the equation \(\log_{10} x = 2\) in exponential form, you can use the definition of logarithms. The logarithmic equation states that \(x\) is equal to \(10\) raised to the power of \(2\).

So, the rewritten equation is:

\[ x = 10^2 \]

Therefore:

\[ x = 100 \]