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    				Verify the function and state its domain. Indicate which theorems you are using, and which functions you are assuming to be continuous: 1/(sqrt{x+2})
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Will the domain be (0, infinity) ?
x+2>0 x>-2 ????
\[\sqrt{x+2}\] it is the denominator, which means that it can not be 0. and \[\sqrt{x+2}\]means X+2>=0 so x+2>0 so X >-2
Okay, how do I prove it is continuous?
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