how to add sqrt2+x and sqrt2-x together? Thanks
\[\sqrt{2+x} and \sqrt{2-x}\]
Can't add them. The radicands are not the same.
then how am i supposed to graph it. because the question ask to graph the first, then the second one, then the graph of both of them adding together :[
That would be by adding the graphs together.
hmm, then i don't know how.
Did you graph the two equations?
i know how to graph the two, but I don't know how to make the third graph
ok. Here is an example. If you graph \[y=\sqrt{x+2}\] it will contain the point (2,2) if you graph \[y=\sqrt{x-2}\] it will contain the point (2,0) So the sum function will contain the point (2, 2+0)
im still confused how did they have the answer
I want to know how to graph if there is no calculator allowed
Plot some ordered pairs.
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