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Jeopardy

Jeopardy. 100. Make a tree diagram to choose to do math, science, or English homework and then read a book, watch television, or play a board game. How many choices are possible?. 200.

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Jeopardy

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  1. Jeopardy

  2. 100 Make a tree diagram to choose to do math, science, or English homework and then read a book, watch television, or play a board game. How many choices are possible?

  3. 200 How many different ways can a person select a car when they can choose from a sedan, sports car, SUV for the body type; automatic or manual transmission; or red, green, white, and black for color?

  4. 300 You and five friends go out to dinner. There are three different entrée choices. You each pick an entrée at random. What is the probability that you all pick the same entrée?

  5. 400 You have a combination lock that has the numbers 1-40 on the dial. You forgot the combination, but you remember that the combination is 3 numbers, the last of all 3 numbers is 6, and none of the numbers are 1-10. You make a random guess with what you know. What is the probability that you will get the combination?

  6. 500 In a small city, there are three different exchanges possible for each 7-digit telephone number. The exchange is the first 3 digits on the telephone number. Each of the last 4 digits of the telephone number can be any integer from 0 to 9. How many telephone numbers are possible?

  7. 100 At a county fair, a judge must award first, second, and third place for show rabbits. There are 16 rabbits entered in the competition. How many different arrangements are possible?

  8. 200 There are 6 ski runs at a ski resort that you want to go down before the end of the day. In how many different orders can you go down the ski runs?

  9. 300 You have 9 homework assignments to do tonight. In how many different orders can you complete the assignments?

  10. 400 From a set of 8 books, 4 are to be selected and arranged on a shelf. How many arrangements are possible?

  11. 500 You need a 4-digit password for the code on the garage door keypad. Write an expression to represent the number of different passwords you could choose. Then, write an expression to find the number of passwords you could choose if you can use each number only once.

  12. 100 Your teacher wants to send 5 students from your social studies class of 28 students to a conference. How many different groups of 5 can be created to go to this conference?

  13. 200 How many groups of 3 puppies can be chosen from a litter of 5 puppies?

  14. 300 You want to create a pizza with 3 toppings. There are 8 toppings to choose from: pepperoni, sausage, ham, onions, mushrooms, green peppers, black olives, and extra cheese. How many pizza can you make?

  15. 400 Barry wants to plant 5 different types of trees in his yard. The nursery where he purchases the trees has 12 different types of trees. How many groups of trees can he create?

  16. 500 A company with 18 employees has tickets for a basketball game. They want to give some of the tickets to employees. How many ways can the company choose 3 employees?

  17. 100 Find the odds in favor of rolling a 4 or a 5 on a dice.

  18. 200 A quarterback completes 24 out of 37 passes. Based on this information, what are the odds that he will complete the next pass he throws?

  19. 300 You randomly draw a letter tile from a bag. The 11 letters in the word MATHEMATICS are in the bag. Find the probability of choosing an A. Then find the odds in favor of choosing an A.

  20. 400 You are playing a matching game. The game starts with 28 face down on the table. There are 14 pairs of cards that match. You start the game by randomly turning over one card, then another to see if they match. What is the probability that you get a match on this first turn?

  21. 500 What is the probability that you toss a coin 5 times and get 5 tails in a row? If you have already gotten tails 3 times in a row, what is the probability you will get tails on the next 2 tosses?

  22. 100 Tell whether the event is independent or dependent. Then, find the probability. You roll a dice and get a 5. Then, you roll the dice a second time and get a 5 again.

  23. 200 Tell whether the event is independent or dependent. Then, find the probability. A container has 2 white balls and 4 black balls. You reach in and randomly draw a black ball. Without replacing the ball, you reach in again and randomly draw out a second black ball.

  24. 300 Tell whether the event is independent or dependent. Then, find the probability. Out of 8 mugs in your cupboard, one is cracked. You randomly grab a mug out of the cupboard. Then you randomly grab a second mug. What is the probability that either mug is cracked?

  25. 400 Tell whether the event is independent or dependent. Then, find the probability. A container has 7 green buttons, 3 yellow buttons, and 4 blue buttons. You reach in and randomly draw out a blue button. Without replacing it, you reach in again and randomly draw out a second blue button.

  26. 500 Tell whether the event is independent or dependent. Then, find the probability. You spin a penny and a nickel on a table. The penny lands heads up and the nickel lands tails up.

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