 <translate> We need a number that is a multiple of 7 that will give a remainder of 1 when divided by 2, 3, 4, 5, and 6. The least common multiple of these numbers is 60. So, we need a multiple of 7 that is 1 greater than a multiple of 60. The answer: (B). <yor> A nílò iye kan tó jẹ́ ìlọ́po méje tí yóò fún wa ní ìyókù kan nígbà tá a bá pín in fún méjì, mẹ́ta, mẹ́rin, márùn-ún àti mẹ́fà. Àpapọ̀ tí ó kéré jùlọ nínú àwọn iye wọ̀nyí jẹ́ 60. Nítorí náà, a nílò ìlọ́po 7 tí ó tó 1 ju ìlọ́po 60 lọ. Ìdáhùn: (B). 