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Probability Review Jeopardy!! Jeopardy!! 300 200 100 50 Misc. Compound Events Permutations / Combinations Counting Principle Simple Events.

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Presentation on theme: "Probability Review Jeopardy!! Jeopardy!! 300 200 100 50 Misc. Compound Events Permutations / Combinations Counting Principle Simple Events."— Presentation transcript:

1

2 Probability Review

3 Jeopardy!! Jeopardy!! 300 200 100 50 Misc. Compound Events Permutations / Combinations Counting Principle Simple Events

4 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

5 Simple Events for 50 Jan picks one month at random from a calendar. What is the number of possible outcomes? Answer: 12 outcomes

6 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

7 Simple Events for 100 Al has a spinner with five equal sections labeled 3, 5, 7, 9, and 10. What is the number of possible outcomes of one spin? Answer: 5 outcomes

8 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

9 Simple Events for 200 A spinner has 10 equal sections, numbered from 1 to 10. What is the probability of spinning a number greater than 6? Answer: 4/10 = 2/5

10 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

11 Simple Events for 300 A card is drawn from a deck of 52 cards. What is the probability that a black King is chosen? Answer: 2 / 52= 1 / 26

12 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

13 Counting Principle for 50 A restaurant has 3 choices of soup, 6 possible main courses, and 5 desserts. If Sandra orders soup, a main course, and dessert, how many possible selections can she make? Answer: 3 * 6 * 5 90 selections

14 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

15 Counting Principle for 100 John is taking a true and false quiz. There are 6 questions. How many ways can the quiz be answered? Answer: 2 * 2 * 2 * 2 * 2 * 2 64 ways

16 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

17 Counting Principle for 200 What is the number of possible three-digit area codes? Assume that zero cannot be used as the first digit. Answer: 9 * 10 * 10 900 codes

18 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

19 Counting Principle for 300 Answer: 4 * 2 * 2 = 16 ways When Sunil goes to the building where he works, he can go through Doors A, B, C, or D. Then he can go to the 7 th floor taking two different elevators or two different stairs. How many ways can Sunil so straight to the 7 th floor?

20 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

21 Permutations / Combinations for 50 A tennis team has 6 members. How many possible teams of 2 can be formed? Answer:C(6,2) 15 teams

22 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

23 Permutations / Combinations for 100 A basketball league has 4 teams. In how many different ways can the teams be arranged in the final standings? Answer: P(4,4) 24 ways

24 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

25 Permutations / Combinations for 200 There is a list of 8 candidates for winning a prize. How many possible winner choices could there be if they give away 5 ipods? Answer:C(8,5)56

26 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

27 Permutations / Combinations for 300 There are 8 boys and 5 girls at the candy shop. If the candy shop gives away 2 candy bars to the boys and 3 candy bars to the girls, how many possible outcomes are there? Answer: C(8,2) * C(5,3) 280

28 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

29 Compound Events for 50 A coin is flipped 4 times. What is the probability of flipping 4 heads? Answer: P(H,H,H,H) = ½ * ½ * ½ * ½ 1/16 ways

30 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

31 Compound Events for 100 Which of the following does not describe independent events? a)flipping a coin 2 times b)rolling a number cube 2 times c)spinning a spinner 2 times d)drawing 2 balls from a box without replacing the first ball Answer:D

32 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

33 Compound Events for 200 A jar contains 3 red balls and 3 black balls. If Helen takes 2 balls from the jar without replacing the first ball, what is the probability of drawing 2 black balls? Answer: 3/6 * 2/5 1/5

34 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

35 Compound Events for 300 Juan flips a coin and rolls a number cube. What is the probability that the coin lands on heads and the number cube shows a 1? Answer: 1/2 * 1/6 1/12

36 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

37 Miscellaneous for 50 A coin is flipped 4 times. Which of the following is the most likely outcome? a)4 heads ; 0 tails b)3 heads ; 1 tail c)2 heads ; 2 tails d)1 head ; 3 tails Answer: C

38 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

39 Miscellaneous for 100 Hector randomly picks an integer between 0 and 9. Which of the following is the most likely outcome? a)The number is 5. b)The number is 9. c)The number is odd. d)The number is not 1. Answer: D

40 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

41 Miscellaneous for 200 On one roll of a number cube marked 1-6, which of these has the highest probability? a)A number greater than 4 b)A 4 c)A number less than 4 d)A 1 or a 2 Answer:C

42 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

43 Miscellaneous for 300 What college does Mr. Landers go to? Answer: Answer: Judson College

44 STOP!! YOU’VE GONE TOO FAR!! Press the BACKSPACE key to return to the previous screen!! Thanks!!

45 Final Jeopardy Take 3 minutes to solve the following problem, writing your answer and how many points you are risking on your white board.

46 Two baseball teams play 2 games. Since team A is the better team, its chance of winning is 2/3. Team A isn't good at having multiple wins in a row and has half the chance of winning games back to back. What is the probability that team A will win both games?

47 HURRY UP!!!

48 TIME'S UP!!!

49 Answer: TEAM A 1 st game: 2/3 TEAM A 2 nd game: 2/3 * 1/2 = 1/3 Probability of A winning 2 games? 2/3 * 1/3 2 / 9


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