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| OG - PS - #169 (Overlapping Sets) |
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Dan Bernstein
MGMAT STAFF
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Joseph, In this problem it matters not whether all members of the club have taken the test. If 30% of the members have passed the test, the remaining members (70%) have not passed the test, whether they have taken it or not. In other words, passed/not passed is an either/or characteristic; there is no other possibility. The problem would have had to explicitly break this "not passed" into subcategories for you to derive a more detailed interpretation.
The same is true of taken/not taken the course: it too is an either/or characteristic. Thus, the 12 + 30 = 70%(Total). Total = 60 members. -dan ps - remember, ALL problems on the GMAT must be solvable within approximately 2 minutes. If you are on a path that will take significantly more than two minutes, reevaluate your understanding of the problem and/or your strategic approach. Hope that helps! Of this group
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| OG - PS - #169 (Overlapping Sets) |
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