Answer:
The required function has domain and range is (4,1),(−3,−5),(12,2),(0,−5),(−7,1)}{(4,1),(−3,−5),(12,2),(0,−5),(−7,1)}
Given that,
Domain: {−7,−3,0,4,12}{−7,−3,0,4,12}
Range: {−5,1,2}{−5,1,2}
We have to find,
The function has the following domain and range.
According to the question,
The domain refers to the set of possible input values. The domain of a graph consists of all the input values shown on the x-axis.
The range is the set of possible output values shown on the y-axis.
The domain of the function is the set R
Range: The absolute value function results in a non-negative value always.
Then, Function has domain and range is {(4,1),(−3,−5),(12,2),(0,−5),(−7,1)}{(4,1),(−3,−5),(12,2),(0,−5),(−7,1)}
Hence, The required function is (4,1),(−3,−5),(12,2),(0,−5),(−7,1)}{(4,1),(−3,−5),(12,2),(0,−5),(−7,1)}
For the more information about Range and Domain click the link given below.
Step-by-step explanation:
