# Remember logarithms

Whenever you see the word Log or logarithm write down the following:

`Log_2 (8) = 3`

But how do you remember this?

Remember this picture

**Two log**gers (Log_{2}) came to chop down some trees but came across a giant **gate** (8), when they went through the gate the hillside was **tree**less (3).

`Log_2 (8) = 3`

## Remember logarithms and its meaning

Now we know `Log_2 (8) = 3`

Now we must remember that this means

"What is the power on `2` that gives `8` ?"

To do this we continue on from the previous picture

The **strong woman** (power) on **two** (2) **eagles** (=) carrying the giant **gate** (8).

The power on `2` that equals `8`.

`2^? = 8`

Answer: `= 3`

# Remember logarithms

Whenever you see the word Log or logarithm write down the following:

`Log_2 (8) = 3`

But how do you remember this?

Remember this picture

**Two log**gers (Log_{2}) came to chop down some trees but came across a giant **gate** (8), when they went through the gate the hillside was **tree**less (3).

`Log_2 (8) = 3`

## Remember logarithms and its meaning

Now we know `Log_2 (8) = 3`

How do we know this means

What is the power on `2` that gives `8`?

From the previous picture

The **strong woman** (power) on **two** (2) **eagles** (=) carrying the giant **gate** (8).

The power on `2` that equals `8`.

`2^? = 8`

Answer: `= 3`