Question

How do you solve `ln3x=5`?

Answer 1

`x=e^5/3=49.471`

Explanation:

In `ln3x=5`, `ln` refers to Napier logarithm i.e. to base `e`

Hence, using definition of logarithm we have

`3x=e^5`

or `x=e^5/3=148.413/3=49.471`