$\newenvironment {prompt}{}{} \newcommand {\ungraded }{} \newcommand {\text }{#1} \newcommand {\HyperFirstAtBeginDocument }{\AtBeginDocument }$
1 : Which of the following is equivalent to: $(\sage {p1c1}, \infty )$?
$\{ x \in \mathbb {R} : x < \sage {p1c1} \}$ $\{ x \in \mathbb {R} : x > \sage {p1c1} \}$ $\{ x \in \mathbb {R} : x \leq \sage {p1c1} \}$ $\{ x \in \mathbb {R} : x \geq \sage {p1c1} \}$ $\{ x \in \mathbb {R} : x < \sage {p1c2} \}$ $\{ x \in \mathbb {R} : x > \sage {p1c2} \}$ $\{ x \in \mathbb {R} : x \leq \sage {p1c2} \}$ $\{ x \in \mathbb {R} : x \geq \sage {p1c2} \}$
2 : Which of the following is equivalent to: $\{ x \in \mathbb {R} : \sage {p2relate} \}$?
$\sage {p2ans1}$ $\sage {p2ans2}$ $\sage {p2ans3}$ $\sage {p2ans4}$ $\sage {p2ans5}$ $\sage {p2ans6}$ $\sage {p2ans7}$ $\sage {p2ans8}$
3 : Which of the following is equivalent to: $(\sage {p3c1}, \infty )$?
$\{ x \in \mathbb {R} : x < \sage {p3c1} \}$ $\{ x \in \mathbb {R} : x > \sage {p3c1} \}$ $\{ x \in \mathbb {R} : x \leq \sage {p3c1} \}$ $\{ x \in \mathbb {R} : x \geq \sage {p3c1} \}$ $\{ x \in \mathbb {R} : x < \sage {p3c2} \}$ $\{ x \in \mathbb {R} : x > \sage {p3c2} \}$ $\{ x \in \mathbb {R} : x \leq \sage {p3c2} \}$ $\{ x \in \mathbb {R} : x \geq \sage {p3c2} \}$
4 : Which of the following is equivalent to: $\{ x \in \mathbb {R} : \sage {p4relate} \}$?
$\sage {p4ans1}$ $\sage {p4ans2}$ $\sage {p4ans4}$ $\sage {p4ans5}$ $\sage {p4ans6}$ $\sage {p4ans3}$ $\sage {p4ans7}$ $\sage {p4ans8}$
5 : Which of the following is equivalent to: $(\sage {p5c1}, \infty )$?
$\{ x \in \mathbb {R} : x < \sage {p5c1} \}$ $\{ x \in \mathbb {R} : x > \sage {p5c1} \}$ $\{ x \in \mathbb {R} : x \leq \sage {p5c1} \}$ $\{ x \in \mathbb {R} : x \geq \sage {p5c1} \}$ $\{ x \in \mathbb {R} : x < \sage {p5c2} \}$ $\{ x \in \mathbb {R} : x > \sage {p5c2} \}$ $\{ x \in \mathbb {R} : x \leq \sage {p5c2} \}$ $\{ x \in \mathbb {R} : x \geq \sage {p5c2} \}$
6 : Which of the following is equivalent to: $\{ x \in \mathbb {R} : \sage {p6relate} \}$?
$\sage {p6ans1}$ $\sage {p6ans2}$ $\sage {p6ans4}$ $\sage {p6ans5}$ $\sage {p6ans6}$ $\sage {p6ans7}$ $\sage {p6ans8}$ $\sage {p6ans3}$