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lim x go 0 cos(x)-1/x =0 who make proof lim x go 0 cos(x)-1/x =0 who make proof @Mathematics
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Well you need to use Squeeze Lemma... in other words. Cos(x) oscillates between 1 and 0. and 1/x approaches zero.
\[\lim_{x\to0}\frac{\cos(x)-1}{x}\]\[\lim_{x\to0}\frac{-\sin(x)}{1}=0\]
hımm. thanks for everything
use Fronklin's i'm sure you are in Calculus 1 and you have not learned l'hopitals which is what mahone is doing
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