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What is the remainder as soon as the optimistic integer N is divided by 12?1) when N is split by 6, the remainder is 1.2) when N is divided by 12, the remainder is better than 5.Statement 1: N = 6A + 1Integer A might be 0, 1, 2, 3, 4 etcPlugging in because that A, N might then be 1, 7, 13, 19, 25 etcDividing N by 12 yields different values. InsufficientStatement 2: N = 12B + creature > 5For B, i tested 1 and added 6, 7, 8, and 9N might be 18, 19, 30, or 31Dividing N by 12 yields different values. Insufficient1&2) The just overlap in the two lists is N = 19. For this reason the OA is C. However how have the right to I be sure that this is the only number that functions without experimentation many more cases?Thanks so much
Hi Poisson,In DS questions, you have to be cautious to pay attention to the concern that is ASKED. Here, when you integrate the 2 Facts, N=19 is no the only value that "fits" (for example, N=7 and N=31 additionally fit). The concern does no ask because that the value of N though - the asks for the remainder as soon as N is split by 12. If friend TEST every of these 3 options, you"ll uncover that the remainder is constantly 7 (and that pattern stop true, which is why the answer is C).GMAT assassins aren"t born, they"re made,Rich
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