In a message dated 6/11/99 10:01:37 PM Eastern Daylight Time,
krystas@juno.com writes:
<<
OK, Midair, yer Grace and whoever else wants in on this, please
explain [off-list, unless this is also a period "game"] how multiplying
an
infinite number [in this case, .9... ] by 10 makes it finite, rather
than 10
times what it was before.
>>
The zero at the end of the series, however long curtails the series
of repeating digits. That's what the perfesser tole us'ns years ago. Remember
it clearly...same problem, during a series of similar problems.
Andrew
From: DukeAndrew@aol.com
+--+--+--+--+--+--+--+--+--+--+--+--+ to unsubscribe, send a message to
`~-, ,-~`~-, ,-~`~-, ,-~`~-, ,-~` majordomo@midrealm.org with
. | | | | | | | | 'unsubscribe sca-middle' as its body.
Received on Sat Jun 12 03:32:03 1999
This archive was generated by hypermail 2.1.8 : Thu 04 Mar 2004 08:41:38 AM EST EST