Question

I’m doing this assignment and got stuck on this question

Answer 1

Given:

$loge^e$

To simplify:

Explanation:

Using the logarithmic rule,

$\log_a^b=b\log_a$

So, we can write it as,

$\begin{gathered} \log_e^e=e\log_e \\ =e(1)\text{ \lbrack Since }\log_e=1] \\ =e \end{gathered}$

Therefore, the value is e.

Final answer:

The simplified answer is e.