This document discusses how to rewrite logarithmic expressions by understanding that the base is the number being raised to the result power, and the argument is the value of the base raised to that power. It shows that if we know the base, result, and their relationship, we can rewrite the expression with the argument and base swapped on opposite sides of the equal sign.

1. Argument
Result
Base

2. So if we know that the Base is the
number that gets raised to the Result,
then we can rewrite it like this:

3. So if we know that the Base is the
number that gets raised to the Result,
then we can rewrite it like this:
Argument
Result
Base

4. And if we also know that the Argument
is the answer to the Base raised
to the Result, the Argument must be
on the opposite side of the equation:
Argument
Result
Base

5. And if we also know that the Argument
is the answer to the Base raised
to the Result, the Argument must be
on the opposite side of the equation:
Argument
Result
Base

6. So here we have it. The easiest
way to understand logarithms:
Argument
Base