What is the domain of this relation?
(
–
3,
–
7)
(8,
–
2)
(0,9)
(
–
1,
–
7)
The domain of a relation is the set of all possible x-values in the relation.
In this relation, the x-values are -3, 8, 0, and -1. Therefore, the domain of this relation is {-3, 8, 0, -1}.
To find the domain of a relation, we need to identify all the possible x-values or inputs.
The given relation consists of four ordered pairs: (–3, –7), (8, –2), (0, 9), and (–1, –7).
Therefore, the domain of this relation is {–3, 8, 0, –1}, which represents all the possible x-values or inputs in the relation.
To determine the domain of a relation, we need to identify all the possible x-values, or inputs, in the relation.
Looking at the given relation:
(-3, -7)
(8, -2)
(0, 9)
(-1, -7)
The x-values are -3, 8, 0, and -1. Therefore, the domain of this relation is {-3, 8, 0, -1}.