ANSWER and EXPLANATION
To find the compound inequality represented by the phrase, we first have to write the two inequalities in the phrase.
Let x represent the values.
All values less than or equal to -1 is:
[tex]x\leq\text{ -1}[/tex]
All values greater than 1 is:
[tex]x\text{ > 1}[/tex]
Therefore, combining them, we have:
[tex]-1\text{ }\ge\text{ x > 1}[/tex]
That is the compound inequality.
The graph is:
