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1 : Consider the relation defined by the following coordinate pairs (recall that a coordinate pair is a pair of values, the first of which is the input and the second of which is the output, of the relation). Which of the following are in the domain of the relation? (Select all that apply)
$\sage {p1x1}$ $\sage {p1y1}$ $\sage {p1y2}$ $\sage {p1x2}$ $\sage {p1x3}$ $\sage {p1y5}$ $\sage {p1y4}$ $\sage {p1x5}$ $\sage {p1x4}$ $\sage {p1y3}$
1.1 : Which of the following are in the range of the relation? (Select all that apply)
$\sage {p1x1}$ $\sage {p1y1}$ $\sage {p1y2}$ $\sage {p1x2}$ $\sage {p1x3}$ $\sage {p1y5}$ $\sage {p1y4}$ $\sage {p1x5}$ $\sage {p1x4}$ $\sage {p1y3}$
2 : Consider the relation defined by the following coordinate pairs (recall that a coordinate pair is a pair of values, the first of which is the input and the second of which is the output, of the relation). Which of the following are in the domain of the relation? (Select all that apply)
$\sage {p2x1}$ $\sage {p2y1}$ $\sage {p2y2}$ $\sage {p2x2}$ $\sage {p2x3}$ $\sage {p2y5}$ $\sage {p2y4}$ $\sage {p2x5}$ $\sage {p2x4}$ $\sage {p2y3}$
2.1 : Which of the following are in the range of the relation? (Select all that apply)
$\sage {p2x1}$ $\sage {p2y1}$ $\sage {p2y2}$ $\sage {p2x2}$ $\sage {p2x3}$ $\sage {p2y5}$ $\sage {p2y4}$ $\sage {p2x5}$ $\sage {p2x4}$ $\sage {p2y3}$
3 : Consider the relation defined by the following coordinate pairs (recall that a coordinate pair is a pair of values, the first of which is the input and the second of which is the output, of the relation). Which of the following are in the domain of the relation? (Select all that apply)
$\sage {p3x1}$ $\sage {p3y1}$ $\sage {p3y2}$ $\sage {p3x2}$ $\sage {p3x3}$ $\sage {p3y5}$ $\sage {p3y4}$ $\sage {p3x5}$ $\sage {p3x4}$ $\sage {p3y3}$
3.1 : Which of the following are in the range of the relation? (Select all that apply)
$\sage {p3x1}$ $\sage {p3y1}$ $\sage {p3y2}$ $\sage {p3x2}$ $\sage {p3x3}$ $\sage {p3y5}$ $\sage {p3y4}$ $\sage {p3x5}$ $\sage {p3x4}$ $\sage {p3y3}$