How Do You Find the Domain and Range of a Relation?

Create an x-y table that lists the x-coordinates on the left, and the associated y-coordinates on the right
Place the first ordered pair, (0,2), into the first row
Place the second ordered pair, (3,4), into the second row
Place the third ordered pair, (-3,-2), into the third row
Place the forth ordered pair, (2,4), into the forth row
The domain is the set of the x-coordinates, 0, 3, -3, and 2
The range is the set of the y-coordinates, 2, 4, and -2

1. An x-y table lists the x-coordinates on the left, and the associated y-coordinates on the right
1. An x-y table lists the x-coordinates on the left, and the associated y-coordinates on the right
1. (0,2) is an ordered pair, so the x-coordinate of (0,2) must be associated with the y-coordinate on the table
2. So 0 goes on the left because it is an x value, and 2 is in the box immediately to the right of 0, because it is 0's y value
1. (3,4) is an ordered pair, so the x-coordinate of (3,4) must be associated with the y-coordinate on the table
2. So 3 goes on the left because it is an x value, and 4 is in the box immediately to the right of 3, because it is 3's y value
1. In the table, -3 is on the left of -2 and 2 is on the left of 4
1. The domain is a list of x-values
2. The range is a list of y-values
1. The x-coordinates are 0, 3, -3, and 2
1. The domain is a list of x-values
2. The x-coordinates are 0, 3, -3, and 2
1. The range is a list of y-values
1. The y-coordinates are 2, 4, -2, and 4
1. When writing a set from a list of coordinates, we always exclude repeating numbers
1. When writing a set from a list of coordinates, we always exclude repeating numbers
2. The y-coordinates are 2, 4, -2, and 4
1. The domain is the set {0, 3, -3, 2}
2. The range is the set {2, 4, -2}

Find the domain and the range for the following relation:{(0,2), (3,4), (-3,-2), (2,4)}