Talk:Infinity tricks

I'm not sure that this page is a good idea. It talks about infinity as a limit, ln(0) being negative infinity "if 0 is approached from above," again implying a limit, and then wants us to think of N as a fixed number. People are likely to get confused, especially those who come from l'Hopital's rule. e.g., a student is likely to see something like $\lim _{x\to \infty }(1+{\frac {1}{x}})^{x}$, consult this table, and think "$1^{\infty }$." According to the table, that equals 1. Whoops. -Rjyanco 14:12, 16 Mar 2005 (UTC)