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How do you find the domain of a function? g(x) = 1 - 2x^2
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domain is the value that you give to x.
There is no quocients which may turn to zero on de bottom, so this functions is defined to all \[x \in R\]
what the x value can be for this fucntion will be the domain
So how do I do that? I dont understand.
in this case x can be anything
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\[x \epsilon \mathbb{R}\]
Well, that doesnt really help! Why is it anything? Like, I need to show work & this doesnt help. d:
then draw a graph...
|dw:1316742743391:dw|
the line will go in both directions covering every single x value possible, that is why x is understood to be all real numbers
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|dw:1316656288805:dw|
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