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In rational functions, what does it mean if a function is continuous or not?
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hope this helps
So, a continuous function would be one where you put something in for y and get something else for x? I'm still kind of confused.
\[f(x)=-1\div(x-2)^{2}\] I need to know wether this is continuous or not.
I think it might be continuous but im not entirely sure
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Oh ok. Thanks :)
it is continuous at every number except when the number x on bottom makes the entire denominator 0. So it is continuous everywhere except when x-2=0
solve that equation
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