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Help with my first limit problem!
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Which is?
\[\lim_{x \rightarrow } \sqrt{x ^{2}+x+1}-\sqrt{x^2+1 } \]
x tending to infinity
And this is your first limit problem? Well this escalated quickly.
replace x by 1/y when x->infinity, y->0
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That's tough for a first limit promlem lol...
I'm stuck here.. |dw:1348723755889:dw|
I rationalized first then took x^2 common in denominator then took it out of square root,and cancled with x in numerator Did anyone get O.o
@hartnn did you get what i did? and can be little detailed?
yesm i got, now u can put 1/x =0 because x-> infinity so 1/x->0
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put. 1/x and 1/x^2 = 0
1/infinity =0? Is this generalization?
I'm getting 1/root2
|dw:1348724067357:dw|
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