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When Professor Wang looked at the rosters for this term's [#permalink]
27 Nov 2012, 01:20
Question Stats:
100% (02:28) correct
0% (00:00) wrong based on 1 sessions
When Professor Wang looked at the rosters for this term's classes, she saw that the roster for her economics class (E) had 26 names, the roster for her marketing class (M) had 28, and the roster for her statistics class (S) had 18. When she compared the rosters, she saw that E and M had 9 names in common, E and S had 7, and M and S had 10. She also saw that 4 names were on all 3 rosters. If the rosters for Professor Wang's 3 classes are combined with no student's name listed more than once, how many names will be on the combined roster?
A. 30 B. 34 C. 42 D. 46 E. 50
Last edited by Bunuel on 27 Nov 2012, 03:22, edited 1 time in total.
Renamed the topic and edited the tags.
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Re: When Professor Wang looked at the rosters for this term's [#permalink]
27 Nov 2012, 03:48
saxenarahul021 wrote: When Professor Wang looked at the rosters for this term's classes, she saw that the roster for her economics class (E) had 26 names, the roster for her marketing class (M) had 28, and the roster for her statistics class (S) had 18. When she compared the rosters, she saw that E and M had 9 names in common, E and S had 7, and M and S had 10. She also saw that 4 names were on all 3 rosters. If the rosters for Professor Wang's 3 classes are combined with no student's name listed more than once, how many names will be on the combined roster?
A. 30 B. 34 C. 42 D. 46 E. 50 Total # of students 26+28+18-(9+7+10)+4=50. Answer: E. For more check ADVANCED OVERLAPPING SETS PROBLEMS
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Re: When Professor Wang looked at the rosters for this term's
[#permalink]
27 Nov 2012, 03:48
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