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minimum please!

Posted: Thu Jan 17, 2013 10:02 pm
by Rafe
a,b,c,d,.....is a sequence.the number of factors of a,b,c,d,....is 2,3,4,5,....find the minimum value of a in natural number

Re: minimum please!

Posted: Thu Jan 17, 2013 10:48 pm
by nafistiham
Rafe wrote:$a,b,c,d,.....$ is a sequence.the number of products of $a,b,c,d,....$ is $2,3,4,5,....$ find the minimum value of a in natural number
How can a natural number have a limited number of products ?
Are you talking about factors ?

Re: minimum please!

Posted: Wed Jan 23, 2013 10:16 pm
by Prosenjit Basak
Rafe wrote:a,b,c,d,.....is a sequence.the number of factors of a,b,c,d,....is 2,3,4,5,....find the minimum value of a in natural number
Factor means prime factor or only factor?

Re: minimum please!

Posted: Thu Jan 24, 2013 5:27 pm
by Rafe
i mean all factors.such as 8 has 4 factors

Re: minimum please!

Posted: Thu Jan 24, 2013 5:42 pm
by Fahim Shahriar
I think you're talking about this sequence
$2,4,8,16.....,2^n$

$2^n$ has $(n+1)$ factors.

Re: minimum please!

Posted: Fri Jan 25, 2013 1:40 am
by nafistiham
Fahim Shahriar wrote:I think you're talking about this sequence
$2,4,8,16.....,2^n$

$2^n$ has $(n+1)$ factors.
I think that is it. And, so, $a=2$

Re: minimum please!

Posted: Sat Jan 26, 2013 10:10 pm
by Prosenjit Basak
I don't think so.You said $a=4$.But $4$ has $3$ factors. But in the question Rafe said $a$ has $2$ factors. So $a$ can't be $4$. I think Fahim Bhai may be correct.

Re: minimum please!

Posted: Sun Jan 27, 2013 1:53 pm
by nafistiham
Prosenjit Basak wrote:I don't think so.You said $a=4$.But $4$ has $3$ factors. But in the question Rafe said $a$ has $2$ factors. So $a$ can't be $4$. I think Fahim Bhai may be correct.
:oops: :oops: ...... that really was a lousy mistake. :oops:

Re: minimum please!

Posted: Mon Jan 28, 2013 9:26 pm
by Prosenjit Basak
Nothing to worry about that . To err is human........