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Data Sufficiency question

This topic has 1 member reply
mgroeber Newbie | Next Rank: 10 Posts Default Avatar
Joined
15 Mar 2007
Posted:
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Data Sufficiency question

Post Sat Apr 14, 2007 12:12 pm
Elapsed Time: 00:00
  • Lap #[LAPCOUNT] ([LAPTIME])
    IF P is a set of integers and 3 is in P, is every positive multiple of 3 in P?

    1) For any integer in P, the sum of 3 and that integer is also in P.

    2) For any integer in P, that integer minus 3 is also in P.

    1 is sufficient. Please explain. I thought 2 is sufficient as well.

    Thanks!

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    ajith Legendary Member
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    Post Sat Apr 14, 2007 6:09 pm
    mgroeber wrote:
    IF P is a set of integers and 3 is in P, is every positive multiple of 3 in P?

    1) For any integer in P, the sum of 3 and that integer is also in P.

    2) For any integer in P, that integer minus 3 is also in P.

    1 is sufficient. Please explain. I thought 2 is sufficient as well.

    Thanks!
    positive multiple of 3 are 3,6,9,12 .......

    as 3 is in P 1) is sufficient to prove that 6 is there , 6+3=9 is there etc etc ... So 1) is sufficient

    Now as per 2)
    3 is in P
    so 0 should be in P , so as -3,-6,-9 ...etc
    It is not sufficient to prove that all positive multiples are in P (although it is sufficient to show all -ve multiples of 3 are in P)

    So 2) is not sufficient

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