Drexel dragonThe Math ForumDonate to the Math Forum



Search All of the Math Forum:

Views expressed in these public forums are not endorsed by Drexel University or The Math Forum.


Math Forum » Discussions » sci.math.* » sci.math.independent

Topic: numerical challenge, part 2
Replies: 50   Last Post: Nov 13, 2012 3:42 PM

Advanced Search

Back to Topic List Back to Topic List Jump to Tree View Jump to Tree View   Messages: [ Previous | Next ]
Richard Tobin

Posts: 1,233
Registered: 12/6/04
Re: numerical challenge, part 2
Posted: Oct 31, 2012 1:16 PM
  Click to see the message monospaced in plain text Plain Text   Click to reply to this topic Reply

In article <877gq6y5cg.fsf@bazspaz.fatphil.org>,
Phil Carmody <thefatphil_demunged@yahoo.co.uk> wrote:

>> >The sum of the base 3 digits of 3^1000 is 1.

>True.

If we accept the premise on which your correction to the second answer
is based, then 3^1000 above is meaningless.

-- Richard


Date Subject Author
10/30/12
Read numerical challenge, part 2
Rich Delaney
10/30/12
Read Re: numerical challenge, part 2
William Elliot
10/31/12
Read Re: numerical challenge, part 2
Eric Jacobsen
10/31/12
Read Re: numerical challenge, part 2
Phil Carmody
10/31/12
Read Re: numerical challenge, part 2
Richard Tobin
10/31/12
Read Re: numerical challenge, part 2
Christian Gollwitzer
10/31/12
Read Re: numerical challenge, part 2
Phil Carmody
11/1/12
Read Re: numerical challenge, part 2
Christian Gollwitzer
11/1/12
Read Re: numerical challenge, part 2
Phil Carmody
11/4/12
Read Re: numerical challenge, part 2
Rich Delaney
11/4/12
Read Re: numerical challenge, part 2
rickman
10/30/12
Read Re: numerical challenge, part 2
Eric Sosman
11/1/12
Read Re: numerical challenge, part 2
glen herrmannsfeldt
11/4/12
Read Re: numerical challenge, part 2
Rich Delaney
11/5/12
Read Re: numerical challenge, part 2
Wally W.
11/7/12
Read Re: numerical challenge, part 2
Wally W.
11/13/12
Read Re: numerical challenge, part 2
Piergiorgio Sartor
11/8/12
Read Re: numerical challenge, part 2
Peter Webb
11/8/12
Read Re: numerical challenge, part 2
unruh
11/13/12
Read Re: numerical challenge, part 2
Piergiorgio Sartor
10/30/12
Read Re: numerical challenge, part 2
Wally W.
10/31/12
Read Re: numerical challenge, part 2
Rich Delaney
10/31/12
Read Re: numerical challenge, part 2
Wally W.
10/31/12
Read Re: numerical challenge, part 2
Christian Gollwitzer
10/31/12
Read Re: numerical challenge, part 2
gnasher729
11/5/12
Read Re: numerical challenge, part 2
Willem
11/5/12
Read Re: numerical challenge, part 2
glen herrmannsfeldt
11/5/12
Read Re: numerical challenge, part 2
Randy Yates
11/6/12
Read Re: numerical challenge, part 2
bulland@gmail.com
11/7/12
Read Re: numerical challenge, part 2
Rich Delaney
11/7/12
Read Re: numerical challenge, part 2
Wally W.
11/4/12
Read Re: numerical challenge, part 2
Rich Delaney
11/5/12
Read Re: numerical challenge, part 2
Christian Gollwitzer
10/31/12
Read Re: numerical challenge, part 2
Dave W
10/31/12
Read Re: numerical challenge, part 2
Wally W.
10/31/12
Read Re: numerical challenge, part 2
Frnak McKenney
10/31/12
Read Re: numerical challenge, part 2
Piergiorgio Sartor
10/31/12
Read Re: numerical challenge, part 2
gnasher729
10/31/12
Read Re: numerical challenge, part 2
JRStern
10/31/12
Read Re: numerical challenge, part 2
Michael Soyka
10/31/12
Read Re: numerical challenge, part 2
Michael Soyka
11/1/12
Read Re: numerical challenge, part 2
William Elliot
11/1/12
Read Re: numerical challenge, part 2
unruh
11/1/12
Read Re: numerical challenge, part 2
William Elliot
11/2/12
Read Re: numerical challenge, part 2
Michael Stemper
11/4/12
Read Re: numerical challenge, part 2
Rich Delaney
11/2/12
Read Re: numerical challenge, part 2
Paul Rubin
11/2/12
Read Re: numerical challenge, part 2
glen herrmannsfeldt
11/8/12
Read Re: numerical challenge, part 2
Syd Rumpo
11/8/12
Read Re: numerical challenge, part 2
Syd Rumpo
11/9/12
Read Re: numerical challenge, part 2
unruh

Point your RSS reader here for a feed of the latest messages in this topic.

[Privacy Policy] [Terms of Use]

© Drexel University 1994-2014. All Rights Reserved.
The Math Forum is a research and educational enterprise of the Drexel University School of Education.