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Re: Can a fraction have none noneending and nonerepeating decimal representation?
Posted:
Aug 2, 2013 4:09 PM
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On Friday, August 2, 2013 12:12:51 PM UTC-7, jonas.t...@gmail.com wrote:
> Den fredagen den 2:e augusti 2013 kl. 20:08:42 UTC+2 skrev Virgil:
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> > In article <a1a2f36f-b889-4902-9074-70ed4554acb4@googlegroups.com>,
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> > jonas.thornvall@gmail.com wrote:
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> > > > If you still think that pi is a rational number, perhaps you can
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> > > > tell us what rational number it is:
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> > > > pi = p/q for some integers p and q.
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> > > > What are p and q?
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> > > > -- Richard
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> > > Well you can work it out just the way i did.
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> > If you actually did work it out, you should be able to tell us the p and
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> > q that you arrived at whose quotient exactly equals pi.
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> > > I told you how and you are the mathecians not me.
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> > The thing is that a number of mathematicians have been able to prove
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> > conclusively that pi is not rational,. i.e. cannot be expressed as the
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> > quotient of two integers.
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> > Every algebraic number, including all rational numbers, is the solution
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> > of a polynomial equation in one variable with integer coefficients, and
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> > there are several proofs that pi is NOT the solution to any such
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> > Learn a little mathematics before trying to teach any.
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> > --
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> I think i had this answer prepared for a long time, and i think it goes along like this, i am not a teacher, i am not a mathematician and even if i were why would i go on teach monkeys math?
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> No better send the math to people whos main occupation is not to eat others monkeys ass.
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> Do you understand?
Yes. We now understand that you are psychotic.
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