1 / 18

Warm-up 5.2 Probability Simulation 5.3 The Addition Rule and Disjoint Events

Warm-up 5.2 Probability Simulation 5.3 The Addition Rule and Disjoint Events. Draw and fill in the table of the sample space of the sum of two dice. Which sum has the highest probability? What is the probability? Which sum is the least likely to occur? What is the probability?.

maxwell-rasmussen
Download Presentation

Warm-up 5.2 Probability Simulation 5.3 The Addition Rule and Disjoint Events

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. Warm-up5.2 Probability Simulation 5.3 The Addition Rule and Disjoint Events Draw and fill in the table of the sample space of the sum of two dice. • Which sum has the highest probability? What is the probability? • Which sum is the least likely to occur? What is the probability?

  2. Student of the day!Block 1

  3. Student of the day!Block 2

  4. H.W. Discussion5.1 P #8,9 and E#4 , 8 and 9

  5. 5.2 Probability Simulation Problem from 1998 A.P. Exam

  6. Probability Simulation Problem Continued…

  7. 5.3 The Addition Rule and Disjoint Events Notation: ________ ________ ________ Mutually Exclusive (disjoint)Non-Mutually Exlusive Ex. Selecting a person randomly Ex. E#33 pg 324 Suppose 80% can swim; 70% can from a room that is both male and whistle. Suppose 55% can do both. What is the % that pregnant. can either swim or whistle.

  8. Sum of Two Dice ProblemsMutually Exclusive and Non-Mutually Exclusive Sample Space of Rolling Two dice: { (1, 1) (1,2) (1,3) ….(6,6)} 36 possible outcomes

  9. Favorite Color Blue(?)/ Gender Activity • What is the probability that a randomly selected female in the class doesn’t like blue? • What is the probability that a randomly selected person that likes blue is male?

  10. Practice with Probabilities Solve #1 and #2 and all parts with a partner. Use the probability rules in 5.1 to 5.3 to help you. In 20 minutes be ready to review the answers. • a. b. c. d. e. 2. a. b. c. d. e. f.

  11. H.W. for A.P. Statistics 1) 5.2 E #20 Write out Assumptions, Model, and Repetition, and your Conclusion . Write out your new table with 1,000 results. The book gives you the results for already 9990 simulations. Calculate the probability for each of the number of boxes that have to be purchased. 2)5.3 E #27 to 30 3) Read 5.4 329 answer D#19 - 21

  12. Common Test Mistakes On the gingko problem, the response variable was the change on their memory and learning tests. On the jalapeño plant problem, their were 72 plots and 6 treatments. If you mentioned that there were 4 locations and 3 plots for each treatment that was fine. It was block design. 3 parts of a well-designed expermiment Comparison – There must be a control group to compare Randomization - Units must be randomly assigned to treatment and control groups Replication – There must be multiple units in the treatment and control group Many of you were using sampling terms when describing an experiment.Do not do this if you want full credit on a free response.

  13. Answers to H.W. P#8, 9 E# 4, 8 and 9

  14. H.W. Answers continued…

  15. More H.W. Answers

  16. E.8 continued and E 9

  17. Last homework answers

  18. Multiplication Principle When you have two independent events in the random experiment the multiplication principle gives you the number of possible outcomes. _______________________________________________ One of the formulas for independent events P(A and B) = P(A) * P(B)

More Related