If x is a prime number, what is the value of x?
(i) x < 15
(ii) (x-2) is a multiple of 5
(i) is obviously not sufficient - it could be 2, 3, 5, ....
(ii) is not sufficient either - could be 17, 37, etc...
Together, though, it seems the answer is x = 7. Why is it that you need more information?
Data-Sufficiency from Kaplan practice GMAT
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Individually, both the statements have been evaluated and are insufficient.
Ideally, in GMAT 0 is not considered a multiple. Despite this, even if we combine the statements, it would be insufficient to answer the question.
Two cases arise, x=7 & x=12. Thus, E
Ideally, in GMAT 0 is not considered a multiple. Despite this, even if we combine the statements, it would be insufficient to answer the question.
Two cases arise, x=7 & x=12. Thus, E
- smackmartine
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IMO E
But you are correct that 0 is a multiple of all numbers
Whats the OA?
pankajks2010 ,When you combine both th statements, you cannot select x=12 because x must be a prime number (according to the question) and 12 is not!Two cases arise, x=7 & x=12. Thus, E
But you are correct that 0 is a multiple of all numbers
Whats the OA?
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Sorry, I do not have the OA.
Thanks for pointing out that I was missing a key condition provided in the question.
Thanks for pointing out that I was missing a key condition provided in the question.