Asked by Lisa
Find lim (with x¨‡ under it) (x^2-1)/x or state that the limit does not exist.
I'm so lost with what to do with limits...I tried to simplify the expression to lim x+lim -1/x, but from there I'm pretty dumbfounded.
If anybody could help me out I'd really appreciate it.
I'm so lost with what to do with limits...I tried to simplify the expression to lim x+lim -1/x, but from there I'm pretty dumbfounded.
If anybody could help me out I'd really appreciate it.
Answers
Answered by
Lisa
I guess symbols do not post, but it is just lim with (x->infinity) underneath
Answered by
Damon
You are looking for the limit of
x^2 -1
-------
x
as x ---> oo
well when x is very large the numerator is x^2 and the one does not amount to a hill of beans so what you really have is
x^2
---
x
which is of course x
which goes to infinity as x goes to infinity
x^2 -1
-------
x
as x ---> oo
well when x is very large the numerator is x^2 and the one does not amount to a hill of beans so what you really have is
x^2
---
x
which is of course x
which goes to infinity as x goes to infinity
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