Hi, I need help with a question, but I'm looking for an explanation, too. I also need someone to help clear some things up for me (I'm afraid that I'm confusing myself with some things).
Firstly, is the vertical asymptote for this equation 10?
Yes
Okay, cool. Could you help me solve this problem? I got 7, but I'm not sure if I did it right.
that is not correct, in order to a limit exists you need: \[\lim_{x\rightarrow -4} f(x)=\lim_{x\rightarrow -4^-} f(x)=\lim_{x\rightarrow -4^+} f(x)\]
do you understand?
Um, a right limit must equal a left limit (Right?)
Correct
in this limit, is that true?
No? I mean, I have to get the same value for both equations, right? So if one equals 7 and the other equals -1, then they're not equal. And if they're not equal, no limit exists?
That's it, the limit does not exist.
Woah, okay. Thank you! :)
No problem ;)
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