Change the logarithmic equation to an equivalent equation involving an exponent.
\[
\ln x=18
\]
The equivalent exponential equation is $\square$.
Final Answer: \(\boxed{65659969.13733051}\)
Step 1 :Change the logarithmic equation to an equivalent equation involving an exponent. The equation is \(\ln x=18\).
Step 2 :The equivalent exponential equation is \(e^{18} = x\).
Step 3 :Calculate the value of \(x\).
Step 4 :Using a calculator, we find that \(x \approx 65659969.13733051\).
Step 5 :Final Answer: \(\boxed{65659969.13733051}\)