Ch 10 assgnt
1) The mathematics department
is sending 5 of its 10 members to a meeting. How many different sets of 5
members can be selected?
————
2) An employment agency has 6 temporary workers. In how many ways could 4 of them be assigned
to the research department?
———–
3) At the University
of South Florida, a
student must take at least 2 courses from each of 5 different
areas in order to satisfy the general distribution requirement. Each of the
areas has the number of courses indicated in the table.
Area I II III IV V
Courses 2 50 20 40 100
If Sandy has satisfied all the requirements except for area V, and she wishes
to take 3 courses in this area, how many choices does she have?
—————-
4) Do you bet at all? Let us look at a hypothetical
problem and perhaps you wonΓ’ΒΒt. Suppose you are considering betting on the
horses. You can either
place the bet or not. If you place a $200 bet, you can win $50,000 or lose your
$200 (-$200).
What is the highest (best) amount you can get?
—————
5) Bobby has 6 pigeons–two white, two gray and two gray
and white. In how many ways can Bobby select three of his pigeons?
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