#LIMITS
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Multiply by the conjugate and divide by it or you can use Taylor expansion
thanks but..it's not enough, I keep getting stuck at some point
if you could elaborate.. I would appreciate it
to start what is the conjugate term for the one in your first post?
@cursive river
both radicals, only that instead of the minus between them we put a plus
Can you write it down here so that we can see what you tried so far
How do you get -1 from there?
Also forhey about the lims in all your work, because that is not the limit you want to evaluate
You want the limit of that, divided by the conjugate
Which you used to simplify first
dont change the value of the limit expression
if you multiply by something, also divide by it
Yeah exactly what I meant
Assuming your computations are correct, you're looking at:
$$\lim_{n \to \infty} \frac{-2n-1}{\sqrt{n^2 - n + 1} + \sqrt{n^2 + n + 2}}$$
Rion
Which should be decently simple to compute