For items 1-2. A committee of five people in to be chosen from a group of six men and four women. 1. How many committees are possible if there are three men and two women? A. 120 2. How many committees are possible if there is to be majority of women? A. 33 В. 150 С. 300 D. 3600 В. 66 с. 109 D. 360 3. In how many ways can you pick 5 cards if you must choose a queen, then a king and then 3 other cards if every card is drawn one at a time? B. 2,598,960 A. 1,881,600 C. 3,292,800 D. 41,583,360 4. A box contains 8 blue socks and 6 red socks. Find the number of ways two socks can be drawn from the box if they must be the same color. B. 28 5. How many diagonals does a 16-sided polygon have? B. 120 A. 15 C. 43 D. 420 A. 104 C. 224 D. 240
For items 1-2. A committee of five people in to be chosen from a group of six men and four women. 1. How many committees are possible if there are three men and two women? A. 120 2. How many committees are possible if there is to be majority of women? A. 33 В. 150 С. 300 D. 3600 В. 66 с. 109 D. 360 3. In how many ways can you pick 5 cards if you must choose a queen, then a king and then 3 other cards if every card is drawn one at a time? B. 2,598,960 A. 1,881,600 C. 3,292,800 D. 41,583,360 4. A box contains 8 blue socks and 6 red socks. Find the number of ways two socks can be drawn from the box if they must be the same color. B. 28 5. How many diagonals does a 16-sided polygon have? B. 120 A. 15 C. 43 D. 420 A. 104 C. 224 D. 240
Chapter9: Sequences, Probability And Counting Theory
Section9.5: Counting Principles
Problem 40SE: A family consisting of 2 parents and 3 children is to pose for a picture with 2 family members in...
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