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Bunuel
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If N = 1234 and represents the units digit, is N a multiple of 5? 27 Jun 2016, 09:21
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bhamini1
0! is equal to 1? i know i might be asking a very basic question but please enlighten me
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Yes, \(0! = 1\).

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If N = 1234 and represents the units digit, is N a multiple of 5? 05 Sep 2016, 14:14
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prab
If \(N = 1234@\) and @ represents the units digit, is N a multiple of 5?

(1) @! is not divisible by 5
(2) @ is divisible by 9

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My understanding is that if @! is not divisible by 5 then @ is less than 5 so not divisible by 5

and since @ is divisible by 9, it is not divisible by 5, since 9 is a prime number, so i picked D. but the OA is something else .can some one please explain. Thank you
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I got this question on the GMAT club test today and I thought '!' is just another character like '@' . How cool is that? :D Otherwise I got the other finer nuances :D
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If N = 1234 and represents the units digit, is N a multiple of 5? 30 Jun 2017, 05:58
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Can someone plz explain to me the concept of Combining two option (By integration), How when by using first option we get @=0,1,2,3,4 and by second option we get @=0,9 then by combining two options we get @=0 ?
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If N = 1234 and represents the units digit, is N a multiple of 5? 06 Jul 2017, 09:38
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Can someone plz explain to me the concept of Combining two option (By integration), How when by using first option we get @=0,1,2,3,4 and by second option we get @=0,9 then by combining two options we get @=0 ?
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On the GMAT, two data sufficiency statements always provide TRUE information and these statements NEVER contradict each other or the stem.

From (1) @ could be 0, 1, 2, 3, or 4.
From (2) @ could be 0 or 9.

Both to be true {@} has to be 0.
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If N = 1234 and represents the units digit, is N a multiple of 5? 14 Sep 2024, 09:33
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