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From: master1729 on 1 Nov 2009 01:26
Plz factor the following 4 numbers :

(46^46 - 1) /( (46+1)*(46-1))

(58^58 - 1) /( (58+1)*(58-1))

(82^82 - 1) /( (82+1)*(82-1))

(106^106 - 1) /( (106+1)*(106-1))


thank you.


regards

tommy1729
From: master1729 on 1 Nov 2009 05:42
> Plz factor the following 4 numbers :
>
> (46^46 - 1) /( (46+1)*(46-1))
>
> (58^58 - 1) /( (58+1)*(58-1))
>
> (82^82 - 1) /( (82+1)*(82-1))
>
> (106^106 - 1) /( (106+1)*(106-1))
>
>
> thank you.
>
>
> regards
>
> tommy1729

I said PLZ.
From: Virgil on 1 Nov 2009 15:04
In article
<1699063352.149909.1257108152590.JavaMail.root(a)gallium.mathforum.org>,
master1729 <tommy1729(a)gmail.com> wrote:

> > Plz factor the following 4 numbers :
> >
> > (46^46 - 1) /( (46+1)*(46-1))
> >
> > (58^58 - 1) /( (58+1)*(58-1))
> >
> > (82^82 - 1) /( (82+1)*(82-1))
> >
> > (106^106 - 1) /( (106+1)*(106-1))
> >
> >
> > thank you.
> >
> >
> > regards
> >
> > tommy1729
>
> I said PLZ.

(46^46 - 1) /( (46+1)*(46-1)) factors into

[(46^46 - 1) / (46-1)] * [(46^23 + 1) / (46^23 + 1)]

And similarly for the others.
From: master1729 on 1 Nov 2009 07:01
Virgil wrote :

> In article
> <1699063352.149909.1257108152590.JavaMail.root(a)gallium
> .mathforum.org>,
> master1729 <tommy1729(a)gmail.com> wrote:
>
> > > Plz factor the following 4 numbers :
> > >
> > > (46^46 - 1) /( (46+1)*(46-1))
> > >
> > > (58^58 - 1) /( (58+1)*(58-1))
> > >
> > > (82^82 - 1) /( (82+1)*(82-1))
> > >
> > > (106^106 - 1) /( (106+1)*(106-1))
> > >
> > >
> > > thank you.
> > >
> > >
> > > regards
> > >
> > > tommy1729
> >
> > I said PLZ.
>
> (46^46 - 1) /( (46+1)*(46-1)) factors into
>
> [(46^46 - 1) / (46-1)] * [(46^23 + 1) / (46^23 +
> 3 + 1)]
>
> And similarly for the others.

sigh.

im tired of these jokes.

you people know darn well that

1) i was aware of the above trivial factorization

or should i say : " what is intended " since the above is actually wrong :

quote :

(46^46 - 1) /( (46+1)*(46-1)) factors into

[(46^46 - 1) / (46-1)] * [(46^23 + 1) / (46^23 + 1)]

/

wow a number factors into a smaller number !!??!!

yes smaller because (46^23 + 1) / (46^23 + 1) = 1

so that joke is even wrong and pathetic.

2) im not a beginner at factoring , otherwise i could not have known that (46^46 - 1) /( (46+1)*(46-1)) is actually an integer.

3) thus i wanted - as you darn well know - a full factorization. and a correct one !

4) if you will reply with jokes , mistakes , nonsense and irrelevant stuff , i will too and say here : axiom of choice is wrong.


regards - assuming and hoping you will give a better reply now -

tommy1729


since this reply of virgil was rediculous ( didnt say virgil is ) , i feel the urge to quote an idiot :)

" sd354fq35f13e4f115fsd search the people " musatov.
From: master1729 on 1 Nov 2009 07:28
in the meanwhile i computed that
(46^23 + 1) / 47 = prime.

tommy1729
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