From 5 statisticians and 6 economists, a committee of size 6 is to be formed. How many different committees can be formed if: a.) no restrictions are imposed? b.) 2 particular statisticians must be on the committee? c.) 1 particular economist cannot be on the committee? d) at least 3 statisticians and at least 1 economists must be on the committee?
From 5 statisticians and 6 economists, a committee of size 6 is to be formed. How many different committees can be formed if: a.) no restrictions are imposed? b.) 2 particular statisticians must be on the committee? c.) 1 particular economist cannot be on the committee? d) at least 3 statisticians and at least 1 economists must be on the committee?
Chapter9: Sequences, Probability And Counting Theory
Section: Chapter Questions
Problem 36RE: In a group of 5 freshman, 10 sophomores, 3 juniors, and 2 seniors, how many ways can a president,...
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From 5 statisticians and 6 economists, a committee of size 6 is to be formed. How many different committees can be formed if:
a.) no restrictions are imposed?
b.) 2 particular statisticians must be on the committee?
c.) 1 particular economist cannot be on the committee?
d) at least 3 statisticians and at least 1 economists must be on the committee?
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