question 1 evaluate write your answer as a whole number: ln e^5

question 1 evaluate write your answer as a whole number: ln e^5

question 1 evaluate write your answer as a whole number: ln e^5

Answer

Explanation:

Step1: Recall log - exponential property

The natural logarithm $\ln x$ and the exponential function $e^x$ are inverse functions. That is, if $y = \ln x$, then $x=e^y$, and $\ln(e^x)=x$ for all real - valued $x$.

Step2: Apply the property to $\ln(e^5)$

Here, $x = 5$, so $\ln(e^5)=5$.

Answer:

5