Identify the domain and range of the following relation.
{(−6, 4), (5, −1), (0, 3), (−2,4)}
you have a set of (x,y) pairs.
The domain is the set of all the x values
range is set of y values
To identify the domain and range of the given relation, we will need to examine the set of x-coordinates (domain) and y-coordinates (range).
The domain of a relation is the set of all possible x-coordinates, while the range is the set of all possible y-coordinates.
From the given relation, we can identify the following x-coordinates:
-6, 5, 0, -2
Therefore, the domain of the given relation is {-6, 5, 0, -2}.
Similarly, we can identify the following y-coordinates:
4, -1, 3, 4
Thus, the range of the given relation is {4, -1, 3}.
Therefore, the domain and range of the given relation are as follows:
Domain: {-6, 5, 0, -2}
Range: {4, -1, 3}
To identify the domain and range of a relation, we need to look at the set of all x-values (domain) and the set of all y-values (range) in the relation.
For the given relation: {(−6, 4), (5, −1), (0, 3), (−2,4)},
The domain is the set of all x-values, which are -6, 5, 0, and -2. So, the domain is {-6, 5, 0, -2}.
The range is the set of all y-values, which are 4, -1, 3, and 4. So, the range is {4, -1, 3}.