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If N is an integer ,and N^2 is divisible by 72, what is the

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If N is an integer ,and N^2 is divisible by 72, what is the [#permalink] New post 22 Aug 2003, 21:46
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If N is an integer ,and N^2 is divisible by 72, what is the largest integer that MUST divide N is ?

1.6
2.12
3.24
4.36
5.48

An explanation for the answer would be very helpful.

Thanks
Praetorian
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Re: PS - Divisibility ...Need Akamai for this one [#permalink] New post 22 Aug 2003, 21:59
AkamaiBrah wrote:
praetorian123 wrote:
If N is an integer ,and N^2 is divisible by 72, what is the largest integer that MUST divide N is ?

1.6
2.12
3.24
4.36
5.48

An explanation for the answer would be very helpful.

Thanks
Praetorian


Is the answer 12?


Yes, the answer is 12, i would be very grateful if you can explain.
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 [#permalink] New post 23 Aug 2003, 02:16
72=(2^2)*(3^2)*2
N^2=x*72=x*(2^2)*(3^2)*2, x integer... N integer, so x=2*y^2, y integer... N=2*3*2*y, y integer... the largest number that MUST divide N is 2*3*2=12
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 [#permalink] New post 20 Jan 2004, 13:43
i think it should be smallest integer.
because if N divisible by 48 and N is atleast 48 and 48 * 48 is divisible by 72
Whereas if N is divisible by 6 and N=6 then N^2 is not divisible by 72.
so 12 is the least divisor of N
  [#permalink] 20 Jan 2004, 13:43
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If N is an integer ,and N^2 is divisible by 72, what is the

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