Re: What is the MOST INTERESTING integer you know?
- From: "Peter Webb" <webbfamily-diespamdie@xxxxxxxxxxxxxxx>
- Date: Mon, 21 Aug 2006 15:48:47 +1000
"Reef Fish" <large_nassua_grouper@xxxxxxxxx> wrote in message
news:1156138226.469010.64000@xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
William Elliot wrote:
On Sun, 20 Aug 2006, Reef Fish wrote:
Tito Mangiuea wrote:Do you really think he means
"Reef Fish" <Large_Nassau_Gr0uper@xxxxxxxxx> wrote in message
news:1156134102.123095.24060@xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
Having read the three threads on "interesting Question", indexed 1
to 3, and found nothing interesting in the question or the answers,
I hereby propose to raise the intellectual level of this group by
my
subject.
Paul Erdos is the great Hungarian mathematicians who can find
something
interesting about every 4 digit number he encountered; and the
theorem
that "All integers are interesting" had been proven.
So, that left us with the only thing, among all interesting
integers, is WHICH of them is the MOST interesting, in your
opinion,
and why?
What number is a square and also the sum of it's square roots ?
You are not supposed to ask a question, but GIVE your most
interesting number. Your number 4 may be interesting, but
certainly can't be the "most interesting" don't you think?
2^2 = 2*2 = 2 + 2 ?
what ELSE can he mean when he says (correcting for the typo "it's")
What number is a square and also the sum of it's square roots ?
Nay, he means
1 = (sqr 1)^2
Er ... 1 is NOT the sum of sqrt(1) + sqrt(1).
Your solution would be the PRODUCT of its square roots,
which would be true of EVERY integer. :0)
-- Reef Fish Bob.
Well, hold on here a minute. 1 has two square roots, +1 and -1. The only
number that is the sum of its square roots is 0.
.
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