Club A has 20 computer science majors and Club B has 17 engineering majors. For questions a) and b) below, select answers from these: C(8, 2); C(37, 8); P(8, 2); P(37, 8); C(20, 4); C(17, 4); P(20, 4); P(17, 4); C(20, 4) * C(17, 4); P(20, 4) + P(17, 4); C(20, 4) + C(17, 4); P (20, 4) * P(17, 4) a) Club A and Club B together need to form a comittee of 8 people to represent them. How many committees are possible if there is an even number of people from both majors? b) After 8 people are chosen for the committee, 2 people will be chosen from this group, one to be the leader and one to be in charge of communications. How many possible ways are there to pick these two pepole?
Club A has 20 computer science majors and Club B has 17 engineering majors. For questions a) and b) below, select answers from these: C(8, 2); C(37, 8); P(8, 2); P(37, 8); C(20, 4); C(17, 4); P(20, 4); P(17, 4); C(20, 4) * C(17, 4); P(20, 4) + P(17, 4); C(20, 4) + C(17, 4); P (20, 4) * P(17, 4) a) Club A and Club B together need to form a comittee of 8 people to represent them. How many committees are possible if there is an even number of people from both majors? b) After 8 people are chosen for the committee, 2 people will be chosen from this group, one to be the leader and one to be in charge of communications. How many possible ways are there to pick these two pepole?
Chapter9: Sequences, Probability And Counting Theory
Section9.5: Counting Principles
Problem 52SE: A car wash offers the following optional services to the basic wash: clear coat wax, triple foam...
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Club A has 20 computer science majors and Club B has 17 engineering majors. For questions a) and b) below, select answers from these:
C(8, 2); C(37, 8); P(8, 2); P(37, 8); C(20, 4); C(17, 4); P(20, 4); P(17, 4);
C(20, 4) * C(17, 4); P(20, 4) + P(17, 4); C(20, 4) + C(17, 4); P (20, 4) * P(17, 4)
a) Club A and Club B together need to form a comittee of 8 people to represent them. How many committees are possible if there is an even number of people from both majors?
b) After 8 people are chosen for the committee, 2 people will be chosen from this group, one to be the leader and one to be in charge of communications. How many possible ways are there to pick these two pepole?
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