I am not sure on this one but i think the answer is b.
stmt 1: doesn't help us at all. we need to find out whether m is divisible by 2.
stmt 2: this tells us that 2 does divided into m.
answer: B
Multiple of 6?
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Source: Beat The GMAT — Data Sufficiency |
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Tryingmybest
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IMO E
1. More than 2 of the first 5 positive integer multiples of m are multiples of 3
Insufficient
Try for m= 72 and m= 27 , we will get differing answers.
2. Fewer than 2 of the first 5 positive integer multiples of m are multiples of 12.
Insufficient
Fewr than 2 means it could be 0 or 1
If it is 0 =m is not a multiple of 6
If it is 1 m is a multiple of 6
Combining
It is insufficient
So E
1. More than 2 of the first 5 positive integer multiples of m are multiples of 3
Insufficient
Try for m= 72 and m= 27 , we will get differing answers.
2. Fewer than 2 of the first 5 positive integer multiples of m are multiples of 12.
Insufficient
Fewr than 2 means it could be 0 or 1
If it is 0 =m is not a multiple of 6
If it is 1 m is a multiple of 6
Combining
It is insufficient
So E












