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What might be an example of a rational function with no vertical asymptotes or holes?
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Is that all it is?
pick something where the denominator is never zero
the picture above is no good, it does have a vertical asymptote
Yeah I thought that one might have a vertical asymptote of 0 but I wasn't sure
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it does
make your denominator something like \(x^2+1\) which is never zero
so would something like y=1/x^2+1 work?
or f(x)=1/x^2+1 I mean
and would this function have any holes?
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