Question

How do you simplify `ln(e/6)`?

Answer 1

We'd have to use some of the properties of natural logarithms, one of which is the following property:

`ln(a/b) = ln(a) - ln(b)`

In this case, we have `ln(e/6) = ln(e) - ln(6)`.

However, `ln(e) = 1`, so we can simplify further:

`ln(e/6) = 1-ln(6) = 1-ln(2)-ln(3)`