Finite Relativism (FR) book
in [Relativity]
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From: PD on 15 Dec 2009 17:18 On Dec 15, 2:30 pm, Phil Bouchard <p...(a)fornux.com> wrote: > Sam Wormley wrote: > > > Hey Phil--What institute is it you claim to have a mathematics > > degree from? > > http://mathworld.wolfram.com/IrrationalNumber.html > > "Irrational numbers have decimal expansions that neither terminate nor > become periodic." And this is a problem why? > > Sam, I removed your name as requested so please remove your comment on > Amazon:http://amzn.com/1441453105
From: Sam Wormley on 15 Dec 2009 17:18 On 12/15/09 3:00 PM, Phil Bouchard wrote: > Sam Wormley wrote: > > [...] > >> 'My name appears in the Acknowledgments of this book, therefore, I should >> contribute a review. > > Well I just removed it, so please remove the comment. Two people found my review useful... there will likely be more. I owe that much to perspective buyers.
From: PD on 15 Dec 2009 17:19 On Dec 15, 3:24 pm, Phil Bouchard <p...(a)fornux.com> wrote: > > 3) Did I mention an infinite amount of Universes created on the fly for > every instant doesn't make any sense? To you. Doesn't make sense TO YOU. Is something not making sense to you what you call a disproof?
From: Phil Bouchard on 15 Dec 2009 17:49 PD wrote: > > The circumference of a circle that has diameter 1 is not really pi? > That isn't the right answer for that circumference? Given the definition of pi: pi = C/d Since either C, d or both must be an irrational input number then pi will be irrational number as well.
From: PD on 15 Dec 2009 17:51
On Dec 15, 4:49 pm, Phil Bouchard <p...(a)fornux.com> wrote: > PD wrote: > > > The circumference of a circle that has diameter 1 is not really pi? > > That isn't the right answer for that circumference? > > Given the definition of pi: > pi = C/d > > Since either C, d or both must be an irrational input number then pi > will be irrational number as well. Of course pi is an irrational number. So would be the circumference of a circle of diameter 1. But YOU said that irrational numbers aren't right answers. Is the pi circumference of a circle of diameter 1 the right answer or not the right answer? |