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factors of N

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Source: — Data Sufficiency |

by Stuart@KaplanGMAT » Sat Dec 05, 2009 11:03 am
mariah wrote:How many positive factors does N have?
1). N^2 has four positive factors.
2). 2N has three positive factors.
Two problems with this question:

First, it doesn't say that N is an integer, which must be true for this question to make any sense.

Second, statement (2) is impossible: there are no numbers with three positive factors.

Primes have 2 factors: 1 and the prime
All other numbers greater than 1 have at least 4 factors.

Now, there are lots of numbers with 3 distinct positive factors, but we're not told that the factors are distinct.

What's the source?
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by mariah » Sun Dec 06, 2009 3:00 am
Stuard, hi
i got it from net ...
anyways, can you give me some reasonings behind A

(assume that N is an integer)
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by mariah » Mon Dec 07, 2009 4:14 am
Stuart Kovinsky wrote:
mariah wrote:How many positive factors does N have?
1). N^2 has four positive factors.
2). 2N has three positive factors.
Two problems with this question:

First, it doesn't say that N is an integer, which must be true for this question to make any sense.

Second, statement (2) is impossible: there are no numbers with three positive factors.
Primes have 2 factors: 1 and the prime
All other numbers greater than 1 have at least 4 factors.

Now, there are lots of numbers with 3 distinct positive factors, but we're not told that the factors are distinct.

What's the source?
doesnt 4 have 3 factors?
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by veenu08 » Tue Jul 09, 2013 9:17 am
IMO Ans is B

Correct me if I am wrong
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by veenu08 » Tue Jul 09, 2013 9:23 am
Oh my bad got it OA A
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