Keywords:
Pair of numbers, negatives, law of signs, multiply
For this case we must say that it is obtained by multiplying any even number of negative numbers, that is, if a positive or negative number is obtained.
We must bear in mind that the Law of Signs states that:

For example:
Let -a, -b, -c, -d negative numbers, we have:
- A pair:

- Two pairs:

This is true for the multiplication of any pair of negative numbers.
So, the answer is: You get a positive number
Answer:
A positive number is obtained