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How do you know when a limit has a vertical asymptote?
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When it get's closer and closer to a number without actually hitting it
Generally, the x domain would be affected by a vertical asymptote (unless for some reason, the y axis is horizontal). For there to be an asymptote, there must be some value that cannot be reached, but can be bordered very closely. Since this is a vertical asymptote, that means there is some x value that produces an undefined y value, such as 1/x, where the vertical asymptote would be the line x=0.
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