When looking at the problem given in the Video Example 84 –Factoring Out the Opposite of the GCF, located in the media section of Chapter 5, what GCF is first factored out of all terms in the expression

We can't see the video for 84

To find the GCF (Greatest Common Factor) that is factored out of all terms in the expression given in Video Example 84, you first need to determine the common factors of all the terms.

1. Start by looking at all the terms in the expression. Identify any common factors that they may share.

2. Once you have identified the common factors, determine the greatest common factor among them. This means finding the largest number or variable that can divide evenly into all the terms.

3. Once you have found the greatest common factor, you can then factor it out of all the terms in the expression.

4. The resulting expression will have the greatest common factor factored out, leaving you with the simplified form.

Keep in mind that without the specific expression from Video Example 84, I cannot determine the exact GCF that needs to be factored out. However, by following the steps I mentioned, you should be able to determine the GCF and factor it out.