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Originally Posted by a-j
daking is correct the limit is 1.
The limit of y=sin(x)/x = 0/0, using l'hopital's rule the limit of y=cos(x)/1 as x->0 = cos(0)/1 = 1/1
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I was refering to the limit as x goes to infinity because that is what he asked at the end of the particular post he was referring to.
Quote:
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Originally Posted by molloby
I see where you're coming from but there is a difference between saying:
1/infinity = 0
and
1/x gets arbitrarily close to 0 as x gets arbitrarily large
Rigour goes a long way in maths.
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Yeah, on second thought, i should have read things more carefully before i opened my vitual mouth.