For each graph choose the appropriate domain and range.
Domain: Set of all real numbers (this is because you can plug in any number for x and it will land somewhere on the graph) Range: The set {y | y <= -2 or y >= 2}. This is the entire set of real numbers but we're excluding the interval (-2,2)
Does that answer your question? Or is there more?
{y|0<y<-2or 2<y <0} would that be the correct answer?
No because 0 < y < -2 makes no sense whatsoever...there is no such number that is both greater than 0 and less than -2 at the same time. Basically, there's no number that's both positive and negative at the same time (ignore 0)
What are the other choices?
It's the last choice since that's another way of writing {y | y <= -2 or y >=2}
\[\Large \{y | -\infty < y \le -2 \ \text{ or } \ 2 \le y < \infty\}\]
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