1. a. Yes. Every point in the domain maps to only one point in the range.
1. b. Presumably, all values of [tex]x\in\mathbb R[/tex] belong to the domain.
1. c. As the graph depicts, the function takes on all values greater than and including [tex]y=-4[/tex], i.e. [tex]y=f(x)\ge4[/tex].
2. a. No. For all [tex]x>2[/tex], there are two values in the range that [tex]x[/tex] maps to. For instance, when [tex]x=3[/tex], we have, approximately, [tex]y=\pm1.5[/tex].
2. b. All [tex]x\ge2[/tex].
2. c. All [tex]y\in\mathbb R[/tex].
3. a. No. When [tex]x=-3[/tex], we have [tex]y=\pm2[/tex].
3. b. Assuming each point shown on the plot are all the points, then the domain is [tex]x\in\{-3,-2,-1,0,1,3\}[/tex].
3. c. [tex]y\in\{\pm2,5,\pm1,3}[/tex].