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$Old$ 11-18-2008, 09:59 AM

finch41 $finch41 is offline$

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$Default$ Tough Limit Problem

Two limit questions.

1) limit as n approaches infinity of [sin(4n+1)/sin(4n)] where n is any integer

2) limit as n approaches infinity of [sin(n)/sin(n^2)] where n is any integer

Also, feel encouraged to include discussion on the differences, if any, if n can be any real number as opposed to strictly integers.

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