Question

When you calculate ln(100), you would be finding the value of which logarithmic expression?

Answer 1

Potentially
`2ln(10)` (not enough info was given in the question, please reply or update your response).

Since the choices aren't present, I'll make some assumptions.

The question is probably concerning the power rule of logarithms.

As such, we can rewrite ln(100) and ln(
`10^2`)

With the power rule of logarithms,

`ln(a^b)=b* ln(a)`

So,

`ln(10^2) = 2ln(10)`

Answer 2

`\sf\\\textsf{Mathematically, ln and log}_e\textsf{ are same. So when you calculate ln(100), you would}\\\textsf{be finding the value of log}_e(100).`