Vertical Asymtotes
@agreene
what are your thoughts on this?
i have no idea :(
So, I'm not entirely sure what they mean by relative value--but I'm thinking it means this. We know that at 2 and really close to 2 its going to be either really large negative or really large positive values. However, as we are coming at the asymptote from either direction it is either a real small negative or real small positive. So, its gonna be one or the other of those choices, but like I said I'm not really sure what they mean by relative, I think its the 2nd explanation here.
\[\huge \star \huge \star (\smile U \smile)\]
can i ask iambatman?
lol you can ask whoever you want
ok lol @iambatman
that face is my first latex thing
do you know @iambatman
What are your thoughts?
i really don't have a thought because it is hard for me
Well let me ask you this, what happens when it reaches 2?
um i really don't know :(
What is the domain of x?
0
is it?
B?
Well it doesn't specify from the direction, so what else can it be? Your domain is \[x \neq 2\]
actually i think D
-2?
@iambatman
i think there would be a negative number
are you there? @iambatman
Well I've never heard of a term "Relative value" dealing with such things, the wording here is is not in a right manner. Unless they are using it just as a comparison to the graph, but I think you may be right on D.
it was A
Mhm, I guess that does make sense now that I think about, the problem with this question is they don't define from where they are taking the limit from, if I use calculus and get the "relative maximum and minimum" if that's what they meant then I could've got the answer right away, but I didn't think of it at the time. But it does make sense, you can plug a very tiny number and divide, and you'll get a very large positive number, and do the same with negative bleh, what a mess.
yea thanks
Does it make sense now?
yea a little
It's just the way they worded it, like I said before I've never seen such a term as the represented, that's the problem with these online problems. Never specific. Sorry :\
its ok . iworked very hard on this question for an hour.
The trick to this was to know the domain and you can also check by plugging in the various numbers, should've done that right off the bat.
yea
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