For this case we have the following expression:

To solve the following steps:
Step 1:
We rewrite the biggest multiplication factor, that is, 80:
, that is, ten times the number eight results in eighty.
So, we have:

Step 2:
We apply associative property of multiplication, which states:

If we have:

We apply:

So, first solving the product in parentheses, we have four times eight to thirty-two.

In this way we can multiply by 10 which is easier.
We know that to every number multiplied by 10, a zero must be added.

Answer:
