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Give the domain and range

 

f(x)= -4

Guest May 21, 2017
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The domain is any x-value that produces a real y-value. In this function every x-value equals -4, so the domain is all the real numbers. We represent that with this notation:

 

\(Domain:{\{x∈\rm I\!R\}}\)

 

The range is the set of all the valid outputs. In this equation, the only valid output is -4. We represent that like this:

 

\(Range:{\{f(x)∈\rm I\!R|f(x)=-4\}}\)

 

To summarize, x can be any real number, and y=-4.

TheXSquaredFactor  May 21, 2017

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