Given a group of students: G = {Allen, Brenda, Chad, Dorothy, Eric} or G = {A, B, C, D, E}, list and count the different ways of choosing the following officers or representatives for student congress. Assume that no one can hold more than one office.
-A male president and three representatives
A) ABCD, ACDE, CABD, CABE, EABC, EABD; 6
B) ABCD, CABD, CABE, EABD, ADCB, AEDC, CDBA, ECBA, EDBA; 9
C) ABCD, CABD, EABC; 3
D) ABCD, ACDE, ABCE, ABDE, CABD, CABE, CBDE, CADE, EABC, EABD, EBCD, EACD; 12
Correct Answer:
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Q2: Using the 36 possibilities found in the
Q3: Given a group of students: G =
Q4: Solve the problem.
-Construct a product table showing
Q5: Using the 36 possibilities found in the
Q6: Solve the problem.
-Construct a product table
Q7: Using the 36 possibilities found in the
Q8: Using the 36 possibilities found in the
Q9: Solve the problem.
-Construct a product table showing
Q10: Using the 36 possibilities found in the
Q11: Solve the problem.
-Construct a product table showing
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