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If the limit is like x -> 7 approaches at the vertical asymptote of x = 7, does it exist?
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as x gets closer to 7, y gets bigger... y never approaches a single number... it just zooms past any number you think of, as x gets closer and closer to 7 people might write \[ \lim_{x \rightarrow 7} y = \infty\] which means y has no limit. Because infinity is not a number (rather, it is an idea) y has not limit, and the limit does not exist.
Oh, So I would put DNE. I looked it up on wolfram and it gave the limit as infinity. Your explanation helps.
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