need some remark about infinite limits :)
try this Einstein (Idk wht r u looking 4 though ) http://www.cliffsnotes.com/study_guide/Infinite-Limits.topicArticleId-39909,articleId-39873.html
angela i found an incredible book at universities library :D its really nice ^^ (if its nice then its about maths lol )
@Satellite wht is tht? I saw it posted somewhere else but....
@Korcan lol :P Y work with univ. books? O.o
u* sorry have forgotten how to type :(
Infinite limits are usually limits as something approaches infinity..
and well usually you have to be smart to solve them, or use l'hopital's rule.. which only works if you have an undeterminate form..
yes angela :)
sometimes they are easy. if you have a rational function and ask for \[\lim_{x->\infty}\frac{P(x)}{Q(x)}\] you just look at the degees
ok .) can you give some example please? i think i got the theory :) what about practice?
okay here's one: limit as x->infinity (5x^3-4x)/(7x^2-6x^3)
what about this : \[\lim_{x \rightarrow -1+}2 / X + 1\]
-1
ok ^^
@bahrom7893 "limit as x->infinity (5x^3-4x)/(7x^2-6x^3)" Divide everything by 6x^3 and inspect?
@estudier, sorry was away, the answer is just -5/6 just look at the highest power and if they are equal find the coefficient
Yes, I got the same with my plodding method....
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