how do you state the domain and rage of a function graphed? -3,4/2,2
domain is all possible x values you function can have. range is all possible y values other than that need to see graph to give you a specific answer.
|dw:1410493027867:dw|
sorry im not good at drawing
if it is a straight line that keeps on going in either direction: x can be any value ---> domain: all real numbers \((\mathbb{R})\) y can be any value ---> range: all real numbers \((\mathbb{R})\)
can you give me a little eazier example
let's say your graph had only 3 points (1,2), (3,4), and (5,6) domain is the set of all possible x values you function can have.. so domain: {1,3,5} and range is the set of all possible y values.. range : {2,4,6}
oh ok that makes seince thanks i got it now
another example|dw:1410493962790:dw| in this graph , of a horizontal line segment at y=1 : Domain: \(-2<x \le2\) Range : {1} or \(y=1\)
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