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Question Find the domain and range for the relation {(−3,−7),(−1,−3),(0,−1),(2,3),(4,7)}\{(-3,-7),(-1,-3),(0,-1),(2,3),(4,7)\}.

Studdy Solution

STEP 1

Assumptions1. The relation is a set of ordered pairs. . The domain of a relation is the set of all x-values (first elements of the ordered pairs).
3. The range of a relation is the set of all y-values (second elements of the ordered pairs).

STEP 2

To find the domain, we need to list all the x-values (first elements of the ordered pairs) in the relation.
Domain={−,−1,0,2,4}Domain = \{-, -1,0,2,4\}

STEP 3

To find the range, we need to list all the y-values (second elements of the ordered pairs) in the relation.
Range={−7,−3,−1,3,7}Range = \{-7, -3, -1,3,7\}The domain of the relation is {−3,−1,0,2,}\{-3, -1,0,2,\} and the range is {−7,−3,−1,3,7}\{-7, -3, -1,3,7\}.

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