Hi!

Can you help me with this problem?

$\displaystyle \lim_{x\ ->\ 0}\frac{\sin 2x \cot\frac{x}{3} \ln(1+4x)}{\arctan 5x}$

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- Sep 17th 2009, 08:49 AMKluringenLimit when x go´s to 0
Hi!

Can you help me with this problem?

$\displaystyle \lim_{x\ ->\ 0}\frac{\sin 2x \cot\frac{x}{3} \ln(1+4x)}{\arctan 5x}$ - Sep 17th 2009, 11:17 AMredsoxfan325
I can tell you (or rather Maple 12 can tell you) that the answer is $\displaystyle \frac{24}{5}$, but I have no idea how to analytically evaluate the limit. Sorry I can't be more help.

- Sep 17th 2009, 10:07 PMKluringen
Ok,Thank you. Anyone els?

- Sep 17th 2009, 10:10 PMJose27