I should mention that this is from my Calc AB class, so its going to be hard. Here is the problem:
At the start of a seminar on self-esteem, the group leader passed around a questionnaire about the self-help books that each person had read. Each of the fifteen participants (including Julie) had read at least one of the seven books (All about me, Hooray for me, I Count, I Deserve the Best, I’m my own Boss, I’m Number One, and Lucky Me) . Can you match each participant with the book or books he or she has read?
1. each book has been read by at least one person, but no 2 of the books have been read by the same number of people, and no 2 people have read the same combination of books.
2. the 15 people have read a total of 45 books, and within those 45 books, the number of people who have read a certain number of books is the same as the number of people who have read any other number of books(example. # of people who read 3 books = # of people read 4)
2007-01-05
13:57:48
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2 answers
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asked by
Raptor1589
1
in
Mathematics