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uvs_mba
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uvs_mba
This one should be fairly easy for many of you. I guessed it as I was short on time and I just couldn't see a correlation. But I don't have the reasoning.

If N is a positive integer, is N! divisible by 14?

1) (N+1)! is divisible by 15
2) (N+2)! is divisible by 16


14=2*7

1)N can be 4 where (N+1)! is divisible by 15...there is no 7 here ...SO INSUFF

2) Let N=4, (N+2)! is divisible by 16 again there is no 7 here...So INSUFF

both are also INSUFF
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1) INSUFF because N+1 could be = 100 or just = 5(miniumum)
2)INSUFF because minimum here is N+2 = 6

Together it is still possible that N = 4 however N could equally be any other number higher than 4. We do not know N>=7 and therefore the answer should be E (I, think)
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E.

both of the 2 conditions means N >= 4.
but the question is asking N >= 7.
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Late but E. Took the 4 + 1 example..5! is divisible by 15 and 6! is divisible by 16. But 4! is not divisible by 14.
If you take the 14+1 and 14+2 route.. 14! is obviously divisible by 14. Hence both are insuff. E.



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