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Education > Math > Re: rational - ...
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Re: rational - irrational question

by "~greg" <g_m@[EMAIL PROTECTED] > Apr 19, 2008 at 05:03 AM

"~greg" > 
> -- are there sets of irrational numbers
> -- all of whose cluster points are also irrational?

Obviously there are!

eg

 { pi + (n+2)/2n : n = 1..oo }   => pi+1/2
 




 19 Posts in Topic:
rational - irrational question
"~greg" <g_m  2008-04-17 13:44:18 
Re: rational - irrational question
William Elliot <marsh@  2008-04-18 00:22:45 
Re: rational - irrational question
"~greg" <g_m  2008-04-18 08:08:08 
Re: rational - irrational question
"Dan in NY" <  2008-04-18 12:48:01 
Re: rational - irrational question
"~greg" <g_m  2008-04-18 14:13:27 
Re: rational - irrational question
"~greg" <g_m  2008-04-18 14:29:11 
Re: rational - irrational question
William Elliot <marsh@  2008-04-18 21:49:04 
Re: rational - irrational question
"~greg" <g_m  2008-04-19 04:24:50 
Re: rational - irrational question
"~greg" <g_m  2008-04-19 05:03:48 
Re: rational - irrational question
"~greg" <g_m  2008-04-19 05:54:07 
Re: rational - irrational question
William Elliot <marsh@  2008-04-19 02:49:25 
Re: rational - irrational question
"~greg" <g_m  2008-04-19 06:24:09 
Re: rational - irrational question
William Elliot <marsh@  2008-04-19 03:21:30 
Re: rational - irrational question
"~greg" <g_m  2008-04-19 06:28:21 
Re: rational - irrational question
Odysseus <odysseus1479  2008-04-19 23:39:39 
Re: rational - irrational question
William Elliot <marsh@  2008-04-19 19:59:49 
Re: rational - irrational question
William Elliot <marsh@  2008-04-20 00:57:27 
Re: rational - irrational question
"~greg" <g_m  2008-04-20 14:38:36 
Re: rational - irrational question
se16@[EMAIL PROTECTED]   2008-04-22 05:03:25 

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