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    lost on a GMAT question

    If x is an integer and y=3x+2, which if the following CANNOT be a divisor of Y?
    a 4
    b 5
    c 6
    d 7
    e 8



    wtf are they asking?

    Thanks,
    Julien
    Build Threads:
    Pamela/Bella/Betty/325ix/5-Lug Seta/S60R/Miata ITB/Miata Turbo/Miata VVT/951/325xi-6

    #2
    answer is 6 btw
    Build Threads:
    Pamela/Bella/Betty/325ix/5-Lug Seta/S60R/Miata ITB/Miata Turbo/Miata VVT/951/325xi-6

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      #3
      I haven't had anything to do with the word "integer" in ~4 years so I'm backing out of this one.

      '05 E46 M3 Imolarot/Cinnamon - CURRENT
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      '90 E30 M3 Brilliantrot/Black - SOLD
      SRS BSNS Motorsports - 24hrs of LeMons Racer

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        #4
        I *think* that they meant X and Y must be integers... cause than going backwards through the problem we see that no (integer/6 - 2) x 3 = another integer
        Build Threads:
        Pamela/Bella/Betty/325ix/5-Lug Seta/S60R/Miata ITB/Miata Turbo/Miata VVT/951/325xi-6

        Comment


          #5
          This is a factoring problem.

          If x is an integer, it follows that y MUST be an integer.

          Make a table:
          if x=1, then y=5. Since 5 is a divisor of 5, eliminate choice b
          x=2, then y=8. eliminate a and e
          x=3, then y=9
          x=4, y=14. eliminate d

          You are left with only choice c, 6.

          Originally posted by whysimon
          WTF is hello Kitty (I'm 28 with no kids and I don't have cable)

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