1 / 28

Exploring Probability: Rolling Dice, Card Hands, and Arrangements

This comprehensive guide delves into various probability concepts, including the likelihood of rolling certain numbers on a die, arranging distinct items, and calculating probabilities from card decks. Topics cover practical scenarios, such as probability in coin tosses, arranging flowers, and selecting items from a group. Examples include calculating the chances of specific outcomes when tossing coins or selecting marbles, as well as understanding permutations and combinations in everyday situations. Ideal for students and enthusiasts eager to grasp the fundamentals of probability.

carlow
Télécharger la présentation

Exploring Probability: Rolling Dice, Card Hands, and Arrangements

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. Probability Chapter 10 Jeopardy

  2. What is the probability of rolling a number lass than 3 on a single roll? 10.1 Intro- 100

  3. A café’s lunch special offers 3 different appetizers, 4 different entrée’s and 5 different choices of soda. How many different choices are there for ordering one of each? 10.1 Intro- 200

  4. How many 3 letter followed by 3 number passwords can there be if only odd numbers can be used? 10.1 Intro- 300

  5. Find the probability of getting at least 2 heads in 3 tosses of a coin. 10.1 Intro- 400

  6. Find the probability that a dart thrown at the dartboard will land in the circular region indicated if the side length of the square is 3. 10.1 Intro- 500

  7. How many ways can 6 bunnies be place on a circular rack? 10.2 Permutations- 100

  8. How many ways can you arrange 5 red, 2 blue, and 6 yellow tulips in a row? 10.2 Permutations- 200

  9. How many different arrangements can be made from the word VALENTINE? 10.2 Permutations- 300

  10. In how many ways can 3 males (Joe, Jerry, and John) and 3 females (Jamie, Jenny, and Jasmine) be seated in a row if the genders alternate down the row? 10.2 Permutations- 400

  11. In how many ways can 5 seniors, 3 juniors, 4 sophomores, and 3 freshman be seated in a row if a senior must be seated at each end? Assume that the members of each class are distinct. 10.2 Permutations- 500

  12. What are the formulas for 10.3 Combinations- 100

  13. Evaluateand 10.3 Combinations- 200

  14. Find the number of different 5 card hands that can be dealt from a 52 card deck? 10.3 Combinations- 300

  15. Find the number of district committee’s that can be formed if 8 people are selected from a group of 12. 10.3 Combinations- 400

  16. If 2 marbles are randomly taken from a bag of 5 white and 3 green marbles. What is the probability of drawing a white one and a green one? 10.3 Combinations- 500

  17. Find the probability of rolling less than 5 or an odd number. 10.4 Using Addition with Probability- 100

  18. Daily Double 10.4 Using Addition with Probability- 200

  19. The numbers 1-8 are put into a hat. What is the probability of selecting the number 3 or 5? 10.4 Using Addition with Probability- 300

  20. Find the probability that the spinner that is equally divided into numbers 1-8 will land on 3 or a number less than 4. 10.4 Using Addition with Probability- 400

  21. Dad is at work. There are 40 people at work and 5 will be randomly picked for a drug test. What is the probability that dad will not get picked? 10.4 Using Addition with Probability- 500

  22. A spinner that is labeled equally 1-8 and a coin are each spun and flipped respectively. What is the probability that the spin is a 4 and the toss is a tail? 10.5/10.6 Indepen. Depend. Events- 100

  23. You flipped a coin 8 times and they will all heads. What is the probability that the next flip will be a head? 10.5/10.6 Indepen. Depend. Events- 200

  24. Find the probability that a randomly selected child is 3 years old given that the child is a boy. 10.5/10.6 Indepen. Depend. Events- 300

  25. Daily Double 10.5/10.6 Indepen. Depend. Events- 400

  26. Without replacement, find the probability of drawing a blue first and a red second from a glass of 8 red, 9 yellow, and 5 blue m&m’s. 10.5/10.6 Indepen. Depend. Events- 500

  27. Find the probability that the spinner that is equally divided into 1-8 will land on 4 or less than 6. Daily Double – -Wager points. -Only you get to answer.

  28. For one roll of a number cube, let A be the event “even” and let B be the event “2”. Find the probability of P(B|A). Daily Double – -Wager points. -Only you get to answer.

More Related