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Mathematics, 12.12.2021 01:00 averylivinglife2041
Hey guys, thought I would post the Putnam Problem A2 on here if anyone is interested in trying to solve it. I will post the solution to check. Good luck!
Given: g(x)=![\lim_{r \to 0} ((x+1)^{r+1}-x^{r+1})^{1/r}](/tpl/images/2592/5223/08856.png)
Find: ![\lim_{x \to \infty} \frac{g(x)}{x}](/tpl/images/2592/5223/7e22d.png)
Solution: e
HINT: remember ![e^{ln(x)}=x](/tpl/images/2592/5223/f8169.png)
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Hey guys, thought I would post the Putnam Problem A2 on here if anyone is interested in trying to so...
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