Question

Simplify:
ln e1

Answer 1

\(\ln(e^1)\) ?

Answer 2

like that?

Answer 3

yea like that

Answer 4

\(e^1\)?? must be an algorithmically generated question
a human being would write (e\)

Answer 5

yes

Answer 6

Ok, you know that any number raised to an exponent of \(\color{black}{\LARGE _{^1}}\),
is that number itself: \(\color{black}{a^1=a}\)

Answer 7

oh wow that was so simple.

Answer 8

And, just like:
\(\log_a(a)=1\)

\(\log_e(e)=\ln(e)=?\)

Answer 9

so it would be e?

Answer 10

again, I mentioned a property:
\(\large \log_a(a)=1\)


And number e also satisfies that property:
So, the expression below would be equivalent to what?

\(\large\log_e(e)=?\)

Answer 11

1

Answer 12

Yes

Answer 13

So, \(\large\ln(e)=\log_e(e)=1\)

Answer 14

thankyou thankyou thankyouu !

Answer 15

\(\color{blue}{\Large \mathbb{Y}\unicode{x22a1} \mathbb{U}~~ \mathbb{WELC} \unicode{x22a1}\mathbb{ME}}\)