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Mosaness
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1. Determine whether the sequence converges or diverges. If it converges, find its limit.
{[itex]\frac{n}{2n}[/itex]}+∞n = 1
I know that we have to use L'Hopital's rule for this, because as n increases, both the numerator and the denomator approach infinity. However, doing that gives me [itex]\frac{1}{n*2n-1}[/itex], which complicates things further.
I have a calc II quiz on Monday, so any help would be appreciated.
{[itex]\frac{n}{2n}[/itex]}+∞n = 1
I know that we have to use L'Hopital's rule for this, because as n increases, both the numerator and the denomator approach infinity. However, doing that gives me [itex]\frac{1}{n*2n-1}[/itex], which complicates things further.
I have a calc II quiz on Monday, so any help would be appreciated.