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3 Overlapping Set Question

Expert replies
by havok » Sat Apr 16, 2011 1:32 pm
This table lists enrollment in an afterschool program by activity. There are 30 total students enrolled in the entire program. Students may participate in one, two, or three activities. 21 students only participate in one activity. How many students participate in all three activities?

Basketball: 19
Math: 12
Wrestling: 11


There is a shortcut that I am trying to apply but I can't seem to make it work on this question.
Total = Group1 + Group2 + Group3 - (sum of 2-group overlaps) - 2*(all three) + Neither
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Source: — Problem Solving |

by Brent@GMATPrepNow » Sat Apr 16, 2011 2:21 pm
havok wrote:This table lists enrollment in an afterschool program by activity. There are 30 total students enrolled in the entire program. Students may participate in one, two, or three activities. 21 students only participate in one activity. How many students participate in all three activities?

Basketball: 19
Math: 12
Wrestling: 11


There is a shortcut that I am trying to apply but I can't seem to make it work on this question.
Total = Group1 + Group2 + Group3 - (sum of 2-group overlaps) - 2*(all three) + Neither
For this question, it helps to sketch and label the various regions:
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overlapping-sets.PNG
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