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Jeopardy

Jeopardy. Q $100. Q $100. Q $100. Q $100. Q $100. Q $200. Q $200. Q $200. Q $200. Q $200. Q $300. Q $300. Q $300. Q $300. Q $300. Q $400. Q $400. Q $400. Q $400. Q $400. Q $500. Q $500. Q $500. Q $500. Q $500. Final Jeopardy. $100 Question from “FCP 1”.

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Jeopardy

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  1. Jeopardy Q $100 Q $100 Q $100 Q $100 Q $100 Q $200 Q $200 Q $200 Q $200 Q $200 Q $300 Q $300 Q $300 Q $300 Q $300 Q $400 Q $400 Q $400 Q $400 Q $400 Q $500 Q $500 Q $500 Q $500 Q $500 Final Jeopardy

  2. $100 Question from “FCP 1” When you see the word “and” in a problem, what mathematical operation should you perform?

  3. $100 Answer from“FCP 1” What is: Multiply “Do Not Add”

  4. $200 Question from“FCP 1” • Tom is going to dinner at his grandmother’s house. He is allowed to choose one of three meat choices, one of four potato choices, and one of three vegetables. How many different meals can he make?

  5. $200 Answer from “FCP 1” What is: 3*4*3= 36

  6. $300 Question from“FCP 1” Tabitha complains to her mother, “I don’t have enoughclothes.” Her mother responds, “I think you have plenty of different outfits.” If Tabitha owns fourteen different tops, eight different bottoms, and ten different kinds of shoes, how many possible outfits can she form? Note – she mustwear the same kind of shoe on both feet.

  7. $300 Answer from“FCP 1” What is: 14*8*10= 1120

  8. $400 Question from“FCP 1” Matthew leans over his father’s shoulder as he types in his four-digit PIN number on the debit card keypad. After stealing his father’s card one day later, he tries to use it at the ATM machine. However, the only two things he remembers are that the first digit was a ‘5’ and the last digit was a ‘7’, an ‘8’, or a ‘9’. How many possible codes can he make with this information?

  9. $400 Answer from“FCP 1” What is: 1*10*10*3= 300

  10. $500 Question from “FCP 1” Danny has 2 spinners with 4 even spaces. Each of the sections on the spinner is a different color. He also has 3 fair coins. What is the total number of possible outcomes is Danny spins both spinners OR flips 3 coins?

  11. $500 Answer from“FCP 1” What is: 4*4 + 2*2*2= 24

  12. $100 Question from“FCP 2” When you see the word “or” in a problem, what mathematical operation should you perform?

  13. $100 Answer from “FCP 2” What is add.

  14. $200 Question from “FCP 2” At the candy store there are 4 different types of M&Ms, 5 different types of Skittles, and 2 different kinds of Starburst. If you can get one bag of M&Ms, 1 bag of Skittles, or 1 pack of Starburst how many options do you have to choose from?

  15. $200 Answer from “FCP 2” What is 4 + 5 + 2= 11

  16. $300 Question from “FCP 2” In the movies, all phone numbers start with 555. How many 7 digit phone numbers could be in the movies?

  17. $300 Answer from “FCP 2” What is 1*1*1*10*10*10*10 = 10,000

  18. $400 Question from “FCP 2” If names could be created with any letters in any order, how many different 4-letter names could there be?

  19. $400 Answer from “FCP 2” What is 26*26*26*26= 456,976

  20. $500 Question from “FCP 2” Peter is trying to remember his friend’s seven-digit phone number. He remembers thatthe first number is an ‘8’, and that every one of the last three digits is an odd number.How many different seven-digit phone numbers could fit this description?

  21. $500 Answer from “FCP 2” 1*10*10*10*5*5*5= 125,000

  22. $100 Question from“Combination or Permutation” Simplify

  23. $100 Answer from “Odd, Even, or Neither” What is: 10

  24. $200 Question from “Combination or Permutation” After an episode of American Idol, each fan votes forhis or her favorite of the twelve finalists. On the “Results Show” the next night, the three finalists with the least number of votes are in the “Bottom Three.” Howmany different combinations of finalists could be in the“Bottom Three?”

  25. $200 Answer from “Combinations or Permutations” What is 12C3 = 220

  26. $300 Question from “Combinations or Permutations” A reporter asks Sylvester Stallone, the star of the six Rocky films, to rank the films in order, starting with his most favorite and ending with his least favorite. How many different sets of rankings could Stallone give for his answer?

  27. $300 Answer from “Combinations or Permutations” What is 6P6 = 6! = 720

  28. $400 Question from “Combinations or Permutations” On the TV show Saved by the Bell, a character by thename of Screech is hoping he gets to be lab partnerswith Lisa, “the girl of his dreams.” The class has 22 kids,and Mr. Tuttle, the biology teacher, randomly makes thelab pairings. How many possible pairings can Mr. Tuttleform?

  29. $400 Answer from “Combinations or Permutations” What is 22C2 = 231

  30. $500 Question from “Combinations or Permutations” Suppose that 96 people enter a raffle. All of the names of the people are placed in a bowl, and the first name drawn will receive a new car, the second name will receive an entertainment center, the third name will get a trip to the Bahamas, and the fourth name will get a $50 gift certificate. How many different possibilities are there for the distribution of the prizes amongst the entrants?

  31. $500 Answer from “Combinations or Permutations” What is 96P4= 79727040

  32. $100 Question from “Combinations or Permutations” Simplify 7!

  33. $100 Answer from“Stick to the Rules” What is 5040

  34. $200 Question from“Combinations or Permutations” At a Tennessee Titans’ football practice, Coach Jeff Fisher is frustrated with his offense’s performance. Hedecides that if the eleven players make one more mistake, then he will randomly pick seven of them to do fifty push-ups.After Chris Johnson fumbles the ball, it is time to pickthe seven unlucky players. How many different groups couldpossibly be selected by Fisher to do push-ups?

  35. $200 Answer from“Combinations or Permutations” What is 11C7 = 330

  36. $300 Question from“Combinations or Permutations” Of the 483 freshmen at Lakeside High School, certain students will be ranked 1st, 2nd, and 3rd based on academic average. If there can be no ties, how many different permutations are possible in the top 3 rankings?

  37. $300 Answer from “Combinations or Permutations” What is 483P3 = 111979686

  38. $400 Question from“Combinations or Permutations” Ms. Custance is in charge of scheduling classes for next year. She has selected 4 different math classes and 3 different science classes to fill 7 periods. None of classes will be repeated during the day. In how many different ways can Ms. Custance arrange the 7 classes in the first two periods?

  39. $400 Answer from“Combinations or Permutations” What are: 7P2= 42

  40. $500 Question from“Combinations or Permutations” Ms. Custance is in charge of scheduling classes for next year. She has selected 4 different math classes and 3 different science classes to fill 7 periods. None of classes will be repeated during the day. Ms. Custance will select 2 science classes and 1 math class to fill the first three periods. How many different combinations of 2 science classes and 1 math class can Ms. Custance select from the 7 classes?

  41. $500 Answer from “Combination or Permutation” What are 3C2 * 4C1 = 12

  42. $100 Question from“Combination or Permutation” Determine whether the following is a combination or a permutation: Placing 12 books on a shelf.

  43. $100 Answer from “Combination or Permutation” Permutation

  44. $200 Question from “Combination or Permutation” In the show The Bachelor there are 25 women and Brad has to choose 15 to give roses to. How many ways can he choose them?

  45. $200 Answer from “Combination or Permutation” What is 25P15= 4274473667000000000

  46. $300 Question from “Combination or Permutation” Determine whether the situation below is a Combination or a permutation, then solve. Selecting two of eight employees to attend a Business seminar.

  47. $300 Answer from “Combination or Permutation” What is Combination

  48. $400 Question from “Combination or Permutation” How many different ways can you arrange the letters Of the word “aloha”?

  49. $400 Answer from “Combination or Permutation” What is the 5P5= 120

  50. $500 Question from “Combination or Permutation” There are seven points in a plane, but no three points are collinear. How many different straight lines that pass through 2of the points are possible? Note: AB is the same as BA.

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